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Full text of "Tables des sinus, Tangentes et Secantes; et de logarithmes des Sinus ..."

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L È S" 

DE SINUS 

TANGENTESi 

>5.^-"^ET SECANTES: 4**^^' 
LOGARITHMES 

DES SlNVS,TANGENTESi 

2c des Nombres depuis l'unité 

jufques à loooo. 

i^vec «ne Méthode de fefiudre trei facilemeni 
fur lettr mcyen tous lei triem^ei , Reifili- 
gnei ér Spheriques ^ ^ jplttfieiêrs e^fimi 
AJironomitjiiesi gtiéTt 

Par A. V L A C Q^ /2i- 

Cénùeie Edition, coni^e & augmentlcr ^ 

BIBOOTHECiE AUGUSTINIANiÊ 
OANDEKSIS. 

éÀ î* T O 2^ 

dàsm Ie!In THÎOLY^ïïic Metcicïft 
^ à U Palme. 



Af . 2) C. t. XX. 



AVEC PRIVILEGE DY ROt. 




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CHAPITRE PREMIER, 

DE L" V S A G E 

DECES TABLES. 

9 E Tnutc contient une dbuble diftin* ^ 
r ékion de Tables ; En la premiefe>cel-* 
ï le des Shms , Tangentes > iC Secames^ 
t àt ckaqHCf degré & minute du quarc 
I de Cercle > dont le demi-diametre 
eft de looooooo parties : enfemble les Logarith- 
mes des Sinus Se Tangentesi obmettant exprefsç^ 
ment ceux des Secmfes , d'autant que fans iceûx 
les calculs Trigonomiques fe font de pareille fa<* 
cilité. En l'autre» celle des Logarithmes pour les 
nombres abfolus dépuis Tunité jufques à i oooo. 
On peut par le moyen de ces Tables reiôudre 
tout Triangle en deux manières ^ fçavoir par les 
nombres vulgaires des Sinns, TéW£enM » & iSrciw- 
rf />oa par leurs Log4iiithmes. 

En la Règle de trois> la différence du calcul Tri* 
gonomique par nombres vulgaires , & par Loga* 
rithmes> cft telle. 

a X VoulanjB 



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Voulant calculer par nombres vulgaires^ il faut 
mulriplier le fécond nombre parle troificme > & 
divifer le produit par le premier : le quotient fera 
le quatrième. 

Mais , fi on veut calculer par leurs Logarith- 
mes, il faut ajouter le Logarithttie du fécond avàr 
le Logarithme du troificme y Hc ôter de la fomme 
le Logarithme du premier : le nombre reftant fera 
le Logarithme du quatrième > lequel étant cher- 
ché dans la première ou dernière Table ( félon 
qu'en fera la nature } donnera le quatrième re« 
quis. 

Cette manière eft beaucoup plus facile que 
l'autre > principalement aux refolutions de tous 
les Triangles Sphcriques j car aux refolutions de 
pluficurs Triangles rcâ;ilignes , comme de la 3. 
4. 6. Prop. &c. il eft plus aisé d ufer de l'autre 
manière 1 ce que je laiilè à la difcretion des cal- 
culeurs. 

Or dautant que la dernière Table contient 
feUleitient les Logarithmes des nombres dépuis 
l'unité jufques à leoco^ je montreray comment 
on pourra trouver le Logarithme d'un nombre qui 
fera entre loooo & i ooooood>& au contraire. 

I. Cherchez dans la dernière Table le Lô- 

farithme des quatre premiçres figures du nom- 
re donné. 
1. Ocezle Logarithme trouvé du Logarithnic 
immédiatement luivant en la Table , pour avoir 
leur différence. 

. j. MultiJie2ladifFcrencetrouvée> par les figu- 
res rcftantes du nombre donnc>&; coupez dupro- , 

duit 



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Ch À P . I. Vetufage âe ces Tahles. 5 
duit rets la main droite autant de figures que font 
reftces. 

4. Ajoutez le rcfte du produit aii Logarithme 
premièrement trouvé^la fommc fera le Logarith- 
me requis > fi on change la première figure , la- 
quelle doit toujours être moindre d*une unité que 
le nombre des figures , dont le nombre entier 
donné cpnfiftc. 

EXEMPLE. Qu'il faille trouver le Loga- 
rithme de 3 557894.Premicremét je trouve le Lo- 
garithme de 5567, qui eft }.n^ 3031 : lequel 
étant ôté de 5. 55 14248 , la différence fe trouve 
I 2 173 laquelle étant multiphée par 894 (les trois 
figures rcftantes , ) le produit eft 1087998, donc 
trois figures ctans coupées, refte io8;/>qui étans 
ajoutées au Logarithme }7 $$1^0$! , la fomme 
cft } . j f 241 1 8. Enfin la première figure 3, étailt 
changée en 6 , le Logarithme du nombre donne 
3567894 eft ^.5524118. 
. Ainfi le Logarithme de 1 25607 eft f.05)90i37: 
& de 2558009 le Logarithme eft 6.3725454. 

NOTEZ. 

Etant donné le nombre 3rr~:ou ,î^Hr: 
^" iS^T^y &c. leurs Logarithmes font les mê- 
mes du nombre entier 3 567894^ horfmis la pre- 
mière figure , fçavoir 0.55 141 18 : 1.55 24.1 1 8. 
2.5 5 241 1 8 > &c. & pour les trouver il n y a au- 
cune différence. 

Et fi un nombre entier avec une fîaâiion deci> 
male , n'ayant en tout plus de 4 figures, eft donné* 
ou trouvera fon Logarithme cxaélement dans la 

a 3 mémo 



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€ Ck A v.l.Dâ tnfageie ces tables. 
même Table. Comme de ^ttH^ o" î5tH 3 ou 
35^'ày 1^^ Logarithmes fc trouvent vis ^ vis 
le nombre entier }5^7 > en changeant feulc- 
tnent U première figure ^ comme il a été die 
cy-deffiis. 

Mais , fi Une autre efpcce de fraûion cft jointe 
\ un nombre entier 9 reduifez ce nombre là à une 
ftadkion impropre > & ôtez le Logarithme du De- 
-iiominateur du Logarithme du Numérateur, le re- 
lie eft le Logarithme requis. . 

Comme j ^ étant réduit , vient ~ , donc 
o. 6ozo6oe^( le Logarithme de 4J étant ôté de 
ï. 1 760913 ( le Lc^aridime de 15 ,) le rcftc 
<).5 7 40 3 1 3 eft le Logarithmç de 3 1- 00 3 7^. 

Vous voyez donc icy que les fraâions décima- 
les,tant en Tufage des Logarithm€S,qu en lufaec 
4es nombres vidgaircs^donnent une grande facili- 
té : 8c partant nous les recommandons par defliis 
toutes les autres. 

Pour trouver le Logarithme d'un nombre rom- 

ri » il faut ôter le Logarithme du Numérateur du 
ogarithme du Dénominateur , le rcftc eft le Lo- 
garithme requis , en iuy aj pu tant la marque - , qui 
ngnific moins. 

Mais > il faut fçavoir qu'on doit opérer autre- 
ment, par Logarithnl^es des nombres rompus que 
,par Logarithmes des Nombres ^entitrs^ ou d'en- 
jticrs avec fraârions , ce que nous n enfcigncrons 
pas icy i parce que rarement viennent-ils en uia- 
ge es refblutions des Triangles. Ceux qui le dcfi- 
|:9ntfçavoir> le pourront apprendre cnl*j4rkhme^ 
tique Le^miehnepique àHwrj Briggs i où le fonde- 
ment 



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Ç H A P • I • ^^ tuf^ge ie as T^hUs. 7 

ipent Se l'excellent ufage des Logarithmes es 
qucftions Arithineti(][ues & Géométriques font 
^X3iplemenc déclarez. 

Trofêver le nombre itm logarithme donné. 

Cherchez en la dernière Table entre les Loga- 
rithmes de iQoo & 1 0000 3 (n'ayant égard à la 
^première figure> j le Logarithme donnéj& remar- 
quez ces deux choies. 

Premièrement > fî vous trouvez exaâement le 
Xogarithme doncié , vous y avez vis à vis le nom- 
bre requis : Et fi la première figure du Logarith- 
me donné eft moindre que 3 > CQupez du nombre 
trouvé vers la droite autant dç figures quelle eft 
moindre > le refte fera le nombre entier requis^ & 
les figures coupées feront dçs fradions décima- 
les. Mais 1 fi la première figuttic eft plus grande 
que 5 > augmentez le nombre trouvé d'ancant de 
jpero qu'elle eft plus grande. Ainfile Logarithme 
}. 5523031 étant proposé 1 fbn nombre fera 
JJ67 :fi 2.J5230JI, fbn nombre fera i^Gr^ : fi 
f .5 5 230} I, fon nombre fera 357|^:fi o. 55 23 03 1 
f on nombre fçra 37^ : fi 4*5 5 ^ jo 3 1 /on nombre 
icra 35670 : fi 5. 5523031 , fon nombre fèira 
35 <^709. Ainfi des autres. 

Secondement > fi on ne trouve pas exaâement 
le Logarithme donné > & qu'on demande plus de 
quatre figures» faites ainfi. 

I. Cherchez comme devant f n'ayant égard à 
la première figure ) le Logarithme prochainement 
moindre que le donné ^ & prenez le nombre ré-* 

a 4 pondant 



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? €h A.K I. De Cufageâeees Tabler. 
pondant au Logarithme trouvé pour les quatre 
premières figures du nombre requis. 

1. Otçz le Logarithme trouvé du Logarithme 
4onné > Ôc augmentez le refte d*un , deux , ou trois 
zéro. Iclon le nombre des figures que vous deman- 
derez çmcrç les quatre trouvées. 

}. Divifez ce refte ainfî augmente parladif- 
fcrence entre le Logarithme trouvé & celuy qui 
le foit immediacanfeiit^ & métrez le quotient 
vers la droite des quatre trouvées. Cela fair re- 
gardez U première figure du Logarithjme donnée 
laquelle montrera le nottAxt ènrier & la fra- 
^ioa du nombre trouve , comme noàs avons dit 
auparavant. 

^ E X E M ï^ L E. Qu^I faille trouver le nombre 
jfépOïKlatit au Logarithme donné 4. j j 24 1 1 8. 

Ix Logarithme qui fè troqve en la Table entre 
çcuxi^e ÏOO0, ^ 100 ô (faiis avoir égâifd àla 
première %ure,) approchantïeplus prés &'moin- 
dreque le dtmné, eil y s 5 ^ 5 o 3 t , duquelle nom- 
bre eft. j y6r> qui Ibnt les quatre premières figno- 
les, du nombre requis. Or ce Logarithme trouvé 
^ntotédudppné, le refte eft toSy, que vous 
augmenterez de trois «cro, poOr avoir 1087000. 
"Divifxfz cecy par 1 1 17 r la difFeueiice entre le Lo- 
garithme trouvé & le fiiivant , ) le quotient eft 
85? 4 : mettet ces figtros après 3 j ^7 , & vous au- 
rez le nombre y$^i^^. Or pwifque la première 
figure du Logarithme dc^né eft 4 , le nombre re- 
^uiseft3j678^:. . ' 



Trouve$^ 



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Chaï.I. De tufage âe ce^tahUs,, 5 

Trouver la Racine ^arr/e ou Cubique Xm nom 
hre dmne.. 

Bien que mon intention ne Toit que de bricvc-i 
ment d'écrire en ce lieu la manière de fupputeç 
les Triangles : Toutesfois jpuifque l'ufage des Lo- 
garithmes cft admirable es extradions de Raci- 
nes Quarées , Cubiques > ^c. j'ay trouvé bon d'y 
ajouter en peu de lignes y comment on les peuç ' 
rres-facilement extraire. 

rour avoir la Radm qu^mtét dam mmhre àonr^, 
frenejs:, ta mtnfié àa Logarithme au nombre 
JUmé^ laquelle fira le Logarifhme de ta râ^ 
cinequarree quon demande. 

Comme fi on demande la Racine îquarrée àô 
1157 : (on Logarithme eft 3.0^5)5 j 53, & la moir 
tic I. 549<jé76 , laquelle eft le Logarithme de 
3 5 iH î^ Racine Quarréç rcquifc. 

Pour trouwr la Racine Cubique Sun nonére 
profùsé , It tiers du Logarithme du not^brè 
donné fera le Logarithme de la Racine Cté-^ 
hique quon demande^ 

Par exemple on demande la "Racine Cubique 
de I 2570. Son Logarithme eft 4. o993î5?:,& le 
fiers I. 36(^445 1 jq^iii cft le Logarithme de 137^ 
h Racine Cubique requife. 

a ç De 



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ia Ch A p . I. D€ tufage de ces tabkk 

J>e h nstiêre ér cmfifn^ktp des Logarithmes^ 

Les Logarithmes font des nombres pris à dif-^ 
ctecion > lefquels étans joints eu coirefpondans 
à des nombres Q€Otinerri<}uenienf proportionaux 
Ircricnnenc toujours çntxc eux. des différences ^a^- 
IeS| ou bien quijgarientJa projgrcflSon Arithqac- 
tique > tandis 4[jue cepx defquels ils (ont dits Xxh* 
garithraes > confervent la Geooiçtrique. 

Voyez la première co/omnc de 
la Table fu uante , ou font \ts 
nombres Geometricjuement pro- 
portiomincj «ufqueU répondefit 
vis à vis dans les autres colom- 
ncs leurs Logarithmes > qui pcu- 
^nt être pris à difcretion > com- 
me vous voyez > étant libre de 
pofer ce que Ion veut pour ptc- 
iiiîcr Logarithme , & poijr lei^r 
dtf&rence progrefliue.Mais^ayant 
déterminé le Logarithme de deux — — — — 
nombres , il n'en: plus libre d'en déterminer d'au^ 
ires. Par exemple le Logarithme de l'unité étant 
f , & de 1 y étant i , le Logarithme de 4 fera par 
neccffité J ^ & 4 fera le Logarithme de 8. Que fi le 
Logarithme de l'unité eft 3 , & le Logarithme de 
lUdl 5 y le Logarithme de 4 fera ncccfiairement 7> 
§ç^krz le Logarithme de S.Ainfides autres* 

Or la propriété des Logarithmes eft telle , que 
quand quatre nombres font proportionaux * 
la {bmme de leurs Logarithmes extrêmes eft éga* 
le à la ibmme des Logarithmes moyens. 

EXEM 



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Cm A p . L T>€fufÂge de ces tdhhî. in 

EXEMPLE. Commcz^cftàS^ainfiiécft 

ï 6^Az fomme du Logahchine de 2 3 & du Loga« 

ridime de é4^fera égaie à la fomme des Logaricb» 

mes de 8 & de i6. 

*• D'où vient qu au lieu de feirc la Règle de trois 
p^r multiplication, & diuifionj pour trouver com- 
me à l'ordinaire le quatrième nombre proporâo- 
nel> fi on ajoute les Logari^mes des moyens» 6c 
de leur fomme on ôte le Logarithme du premier>il 
reftera le Logarithme da quatrième requis > à côté 
duquel on trouvera ledit quatrième nombre. 

Et partant il n'y a qu'àîaire des Tables defdits 
Logarithtnes correCpondans à tous les nombres 
naturels^ comme je mointreray cy-après. le dy cor- 
refpondans dépuis l'imité coniecutivement fans 
gifler de vuide > comme il y a entre les nombres 
cy-doflus proporrionaux 4.8. 16. &c. où les nom- 
bres j.y.j.j.&c. manquent , qui pourtant doivei^c 
avoir leurs Logarithmes , parce qu'on en peut 
avoir bcToin. C'efi pourquoy > il faut faire la dif&«» 
rence defdits Logarithmes fi grande > qu'on 
pmflc aisément affigner i chaque nombre fon 
Logarithme^ fans que les fra- 
ftions en puiflfent erre fcnfi^ 
bles> conmie il fera dit. 

A cette fin on a fupposè 
pour plus grande facilité quê- 
te Logarithme de i. fut o. & 
le Logarithme de 10 fîic 
6.0000000 i.ooooooo,le Logarithme <fe 
7.000OO00J ,00 fut 1. 0000000, ccluy de 
o ^^^^ ^ j,ooooooo,& aimi 

enfuitct 






Logarith- 
mes. 



I 

10 

100 

1000 

lOOOO 
lOOOOO 

1000000 

10000000 

J 00000000 



0.0000000 
1.0000000 

1.0000000 

3.0000000 
4.0000000 
5,0000000 



8.OOOO0OO 



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It ChAV.I. De tu/age de ceiTaStâS. 
enfui tei comme vous voyez en cette Table. Où il 
cft à remarquer que la première figure du Loga» 
rithme ( nommée ordinairement Cara£ierijfi<fue ) 
cft toujours moindre d'une uniré que les figures 
dont le nombre naturel eft composé. Si par exem- 
ple il cft de 8 chifres> la première f gure de fon Lo- 
garithme fera 7. Si de 1 1 chifircs, jfon Logarithme 
aura 1 1 pour CétraSierifti<jiue. 

Et for ce pied & fondement on a trouve les Lo- 
garithmes de tous les nombres> même de ceux.qui 
font de I à lo^de loàioojdeiooà looo^&c.dont 
onadrefsédes Tables , fi bien qu'au lieu d*opc- 
tCT par multiplication & divifîon pour trouver le 
4. nombre requis> fi on opère par Adicion & Sou- 
fra âioa des Logarithmes qui répondent aux trois 
nombres donnez> on aura le Logarithme du 4.re- 
quis > à coté duquel il fe trouvera en la colomnc 
des nombres naturels. 

Et d'autant qu'avec les Tables des Sinus & 
Tangentes 3 comme étans des nombres naturels» 
il fai^t opérer par mulriplication & divifion » on 
a aufiî cherché les Logarithmes de tous lefdits^ 
nombres de Sinus & Tangentes au regard du Si- 
nus total ioooooooooo> auquel on applique pour 
fon Logarithme io.oooooqo, & tous les autres à 
proportion^queTon a fiibftitué en la place defdits 
Sinus & Tangentes ordinaires. 

De façon qu'au lieu de les multiph'er & divifer 
s*ils y croient , on ne fait qu'ajouter & foutraire 
leurs Logarithmes, pour avoir le 4.requis > à côte 
duquel on trouve le degré & minute > comme fi 
c'étort Iç Sinus ou Tangente même > puis- 
qu'ils 



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Propm, 



A 
C 
B 

B 
D 
C 

B 
E 
D 

B 
F 
£ 

B 
Q 
f 

G 

H 
£ 

G 
1 
H 

I 
K 

H 



I.OOOOOOO 

3^X12777 

10*0000000 



IÔ.OOOOOOO 

J. 6134131 

3.1611777 



10.0000000 

7^^98^4*1 
j: .61341 31 



10.0000000 

8.6^96431 
7.498^411 

10.0000000 

5^.30^7104 

8.6yp643i 



Logarit. 



0.00000000 
o.jooooooo 
i.oooooooo 



1.00000000 
0.7J000000 
o.jooooooo 



CHAV.tDe l'^f^e de ces f^bUs, ^ 
^u'il^ font fubfticaez en leur place. 

Pour trouver le Logarithme ttun nombre dormi 
quel ^uilfiit, comme par exemple de p, ejui eji entro 
i & 10 i defquels les Logarithmes font déjà donnée ^' 
ff avoir o. /0900000 > & i. 0000000 ^ ^« bien 
o.oobooooo> C^ I. ooopcooo, les augmentant iwt 
Kpro > four trouver plus exaSemem le Logarithme j 
fmtes en cette forte. 

Ëîitrc I & 10 au- 
gmentez d'autant de ze* 
ro que le Logarithme de 
10 & des autres propor- 
cionels » comme icy de 
fcpc , pour avoir exafte* 
ment dans ic même , 
nombre de figures le Xo- 
garirl>me requis^fçavoir 
entre \ts nombres A > B, 
trouvez un moyen Géo- 
métrique proportioncl 
C \ lequel étant moin-> 
dre que 9. oooOooo > 
il faudra chercher en- 
tre le moindre C , & 
le plus grand B un au- 
tre moyen proportioncl 
Dj qui eft encore moin- 
dre que 5^^0000 ooojc'eft 
pourquoy entre le moin- 
dre D & le plus grand B I y.i3p8i7o 
on cherchera un autre K 9*0^79777 
moyen proportiqncl E^ 1^1 ^-^768713 



X. 00000009 
o.875'ooooo 
0.7^000000 



5>.3o^7iC4 

8.5^768713 
8.6^96431 



^.3o;7î04 
i>.i398i70 
8.P768713 



I.OOODOOOO 

o.5»37looooj 
0.87^00000 

léOooooood 
o.9687fooa 
b.P3 7^0000 



0.^687^000 
0.9^311^00 
0.93 7f 0000 



0.9687^000 
0.960937^0 
0.93311^00, 



0.950937^0 
0.9^703 iif 
0.95^3x1^00 



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0.5^703 iiy 
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9-0173333 
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0.9S434170 
o.5r4ioif6 


5.0011388 
8:555^88 
9.9970796 


0.55434570 
6.554**3^3 
0.5541015^ 


5.0011388 
5.0008737 
8.555^088 


0.55434570 
0.554*8457 
0.554**3^3 


5.0008737 
5.0001411 
8.5556088 


0.554*8467 
o.554*54ï5 
0.554**363 


5.0001411 
9.9999^So 

8.5556088 


0.554*5415 
0.554*3885 
0.554**363 


:^.oooi4ii 
5.0000831 
8.5555ifo 


0.554*5415 
0.554*465* 
0.554*388^ 


5.0000831 
5.0000041 
8.55551ÎO 


0.554*465* 
0.554*4*71 
0.554*3885 


5.0000041 
9.99996S0 
8.5555»yo 


0.554*4*71 
0.554*4080 
0.554*3885 



i^.Llfe tuffêge de ces TsBles. 

entre lequel & le plus 
grand B on trouvera un 
quatrième moyen pro- 
portionel F j qui eft icy 
encore moindre que 
11.0000000, c'eft pour- 
quoy il faudra trouver 
entre le moindre F,& le 
plus grand B > un cin« 
quiéme moyen propor- 
tionel G > qui lera icy 
pi* grâd que 9 .ooooooo> 
ainfi entre le tJus grand 
G> & le prochainement 
moindre F, on cherche- 
ra un fixiéme moyen 
proportionel H> qui fe- 
ra maintenant moindre 
que 9. 0000000 : c'cft 
pourquoy entre ce moin- 
dre H , & le prochaine- 
ment plus grand G > on 
trouvera un fcptiémc 
moyen proportionel I > 
qui eft bien plus grand 
que 9. 0000000 , mais 
non pas avec un fi grand 
excez comme le precçr 
dent G. Ainfi en chcrv. 
chant entre le prochai- 
nement moindre & le 
prochainemët plus grad 
des 



dby Google 



V 
Y 
X 

V 

z 

Y^ 

V 
& 
Z 

r" 

BB 
Se 

BB 

ce 

Se 

BB 
DD 



ce 



p.0000041 0.^1414171 
^'9999610 ^.^414080 



P.00Q0041 
^'99999^1 
^'9999^A1 



Çh a p . I. De Vufnge de m TabUi 

4cs cvoyens Geome- ^ 

niques proporrioncls> 
on auifa des nombres 
qm approcheront coâ- 
jours de plus en plus 
du nombre proposé 
j.'ooooooG, lequel en- 
fin fc rencontrera ky 
le 16. moyen propor- 
tionel : Apres quoy il 
fêta facile de venir à la 
connoiflancc de fon 
Logarithme-, caY cbm-. 
me entre les nombres 
A> Binons avùhs cro»- 
véuffwoyen Gcom6. 
trique proportiondi C» 
fi entre leurs Logarith- 
mes an trouve un nio- 
yoi Arithmétique pro- 
portioneU celuy-cy fe- 



«•Pf 414271 
0.^414225 
0.^5:414217 



^.0000041 

^*999999t 
^'9999941 



^^•0000041 
^•0000016 
9.9999991 



9*0000016 
9.0000004 
^4999991 



5».l 000004 
i.999999^ 
^'9999991 



0.^424171 

0.9^4*4*47 
0.9J424213 



0.^5:424171 
0.9^4142^^ 
0.9^414247 



0.8^4242^^ 

P.9f4*4ifj 
0.9x424247 



0,9r4i4»y| 
0.^X4242^0 
0.9x414147 



9.0000004. 0.9X4242X} 
9.0000000 0.9X4141X1 
t\f99999'^ ' o.9X4*4ir# 



ra le Logarithme du 

premier moyen Geometriqtici ptoportioncl C, 
Ccft de cette manière qu'on trouvera les Loga- 
nthmcs de tou^lesf autres moyens Géométriques 
piopoitioncls , & par confequent da dernier 
9^ 0000000 , OU' du nombre proposé p , fçavoir 

On ne^routera pas autrement lei Logarithme^ 
des nombres premiers, & par l'addition de leùri 
logarithmes on aui'a facilement les Logarithmes 
des autres: nombre^ , cëqui cft fi évident par ce 



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I ^ Ch A ï . 1 1. Dès Tria»gI.reÛilri>SfMfgL 
i^ nous avons dit cy-dellùs* que j'ay honte d eil 
parler davantage. le fçay bien plufieurs autres 
Méthodes pour l 'invention des Logarithmes i 
mais je n'en fçay point de plus promptic que 
celle-cy. \ 



CH APIT RE il 

Vu Catcd des frimgUs reCHlignei reêan^eSé 

ObsE R V A> IONS* 

' ■ . ' » n. . 

K T^Ê« Triangles retSkaogleSi tant rcAilignes 

X ^ que Sphtriques > les cotez coniflRnans 

Tangle droit font appeliez jumàts j & le coté qui 

lûycft opposé, /^/'«^/fwwyf. -. - ' 

2. De tout Triangle tant reéMlign^^ue Sphc- 
riquc j le plus grand angle ^ft toûtcnu du plur 
grand côté. Et le plus grand cote foûdenr le plus 
grand angle. ^ 

3. De tout Triangle reâiligne les trois j^glcs 
pris cnfcmhle font égaux à deux droits* * 

4. Aux propofitipns fiiivantcs généralement 
nous avons obfervé un tel otdre , que les premic- 
res font pour trouver les Angles > & les dcmicrc» 
pour les côtcz. Bf de ccux-cy aux Triangles re- 
âangles > premierementles jan^esiâc j^uts après 
rkypotenufe. 

j. Il eft expédient que Ips ^rmes connus^ tant? 
angles que cotez > foient n^arquest d'une petite \i^ 



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jgpCi ôc les termes requisjd'un pediC cercle» ou q$ 
comme on peut voir icy. 

I. P R o p» Etans cts^nnuës les jambes > tircmycs 
les angles aig;us» 

Çvmmf uni jambe » 

j1 Vautre jamhi 

jiinfi le Sinus totale 

A U Tangente de l^^lUcffoséà tsmefétmh* 

EXEMPLE-AuTrian* 
gle reâangle AfiCj 
ctans connues les |am^ 
bes AB iii4> S^BC 
6q6 > rrouv^cr l'Angle 
AouC» 

Par nemhrej vulgSteh 

Comme la jambe A B 11^4 

A la jambe B C ^06 
Ainfiie ^iti. total 10^00600 

A la Tangente 5 391 45 y de A a8 dl 10 

£t partant C complément de A 61 d^A 

Pêet Legétrhhfnes^ 

Le Logarithme de A B 1124 eft 1*0507^^! 
Le Logarithme de B C 6ù6 eft 1*78147^6 
Le Logarithtne du Sinus total lo^ooooooô 
Rcfle la Tangente Logaritholi^ue p. 7} 1 70^ j ^« 
A 18 d: i6é 




ILPRO?. 



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i8 Chav.II. I>esTria9$gl.re0iLreÛ4fÊgl. 

IL Pko!>. Ecanc connue rhypotcnufc , & une 
jambe^ trouver les angles aigus* 

^ Comme Pkypotefm/it 
Ati Sinus tûtal \ 
Ainfi l^ jambe connue y 

Au Sinus de t angle opposé À cette jéimbe. 

I IL Prop. Etans connus, les angles > & «ne 
jambe^ trouver l'autre jambe. 

Comme le Sinus totale 

A Im jambe connue y^' (be connue % 

Ainfi la Tangente de VangUaigu adjacent a la \amm 
A la jambe requife* 

IV. Prop. Etans connus les angles, S^Thypo- 
tenufe, trouver laquelle on voudra 
des jambes. 

Comme le Sinus total» 
Athypotenufii. ^ 
Ainfi le Sinui de l* angle apposé à la jambe refui/e, 
A ta jambe reqmfe^ 

y. pRO p. Etant connue Thypotenufc > & une des 
jambes, trouVfer l'autre jambe. 

Cher^eK. premièrement les angles aigut par la il 
Prop. Et puis après la jambe re^uije^ parla }. ou 4, 
Prop. 

Autrement & tres-facilemçot par Logarithmes. 

Ajoute'^le Logarithme de la fimme de l'hypo^ 
tenufe ^ & de la jambe , au Logarithme de leur 

dif erence 



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Jlfrencç :■ la moine de Ufomnu JU ces Lo^arithmeà 
ffi le LogMrUhme de U jambe rt^ni/h 

ÊXEMPLÏ.ÀU Trian- 
gle AB C> étant connuf 
l'hypotcnufe A G 1x77* 
& la jambe A ft 1 1 14 j 
on demande la jam» 
beBC. 

l'hypotcnufc A G 117:^ 

U jambe A B iii4 Léi^Ubtneh 

U fomme 1401 ^--- J- î8<>î9i^ 

ladifferenee ty) >--" ^' iM?'4 

la fomMe ; 5.5^508}* 

ia moine de la fotnme 2^7815418 

cftdcBG6a^* 

V i. pRoti Étàns connus le^ angles i ic Une jartt» 
be , trouver Thypotcnufeé 

C^mmè le Sinus totalp . . 

A la jambe connHÎi ^ » C<^^^^^i 

Aihfi la Sécante de l^ angle ai^u aâàcem a la jambe 
A thjpùtenufe. 

Si quelqU^un veut connôîttelé Logarithme de 
la Sécante d'un arc > on le tïouveta en ôtanclc 
Logarithme du Sinus de foh compfeitïcnt > du Lch 
garithme double du Sinus total : le refte ferait 
Logarithme rcqui&i 

Ainfi ôtant 5* 5445821 le Logarithme du Si* 
nus de 61 d.46.dc 20.ooooooo>rcfl:eîo.o554i7P 
le Logarithme de la Sécante de 2 8 diio. 

-^ , é 2 Antri 



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^0 CnA2 Ah^l)e$trmngl.re0il.re0jmgl. 

Autrement (ans Sécantes. 

Comme le Sinus de fémgle eppQséà la îamie cemm, 

A U jambe comme : 
jimfi le Sinus totéil% 
Al'hypetenufi. 

VIL Pro Pi Etans connues les jambes ^ trouver 
Thypotenufe. 

Cherchez, premieremem lesémglespéirU i.Pref^ 
&ffMf êfres VhypetenufepuT Ufrecedente é.Prep. 



C H A PITRE III. 

^De la jpêffmMtm des TriMgles reiUlignes 
obtiquangUs. 

I. Pk o p. in Tans connue deux cotez > & un an«* 
\ XLgie opposé à l'utï d'iceux » trouvée 
l'angle opposé à l'autre : Moyennum ^menf^âcht 
s'il efi aigu OH obtus. 

Comme le coté oppose à Vdngleconnuw 

Au Sinus du mime émgie i 
AinfitâHtfecoté% 

Au Sinus de t angle opposis ce cité. 

I I. Pro p. Etans connus deux côtes > & l'angle 
compris d*iceux> trouver les autres angles. 

Commie la/omme des coteK connus» 
-^ U d^frence des mêmes cotex, ^ 
i Ai^Jl 



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Chap.ïII DesTrisf^LrâitiLchliq. ii 
jéinfi U Tangente Je W moitié de lafimme des éingles 
inconnnsy 
A U Tangente de la moitié de leur différence* 
Partant fi à la moitié des angles inconnus ( qui 
(bhc le complément de Tangle connu à i8o de- 
grez ) la difïcrence trouvée eft ajoutée > la Ibmme 
lerà le plus grand angle ; & fi elle en eft ôtée > le 
refte fera le moindre angle. 

III. Pro p. Etans connus les trois côtez^trouyq: 
quelqu'un àt% angles. 

Prenez le plus grand côté pour la bafê ^ fiir la« 
quelle tombe dcl'ângle opposé une perpendioi- 
Iaire> Teduifànt le Tâangle en deux Triangles re* 
âangles. Alos/èra 

Comme la Bâfiy 

A lafimme des Outres cote:^ : 

Ainfi la differeme des meifses cotel^ 

A la différence des dettx/egmens de la tafe. 

La diflfeience trouvée étant ôtée delà bafe > 1» 
verpendiculaire divifê le refte en deux parties éga- 
les. Ainfi donc aux deux Triangles reâangies 
lliypocenttfe eft connue avec une jambe > par lef* 
queues on trouve les angles par la 1 1. Prop. du 
Chap. IL/ / 

EXEMPLE. Au 

Triangle obliquan- 

glc A B C j font 

connus AC ii77j 

AB8é5>&BC6)i: 

on demande quel- 
, qu'un des angles. ^ 




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t% Cn êlV. lll. HesfrUngLreëil.ûbli^ 

Logarithmes^ 

Cpmmc AC 1177 ^-1.- 5.10^1905; 

^APtÇC 14?7 3.?75^i»« 

AinfiAB-BC 15} ---- ^.i^jf^ss^ 



\ AP 



5-î 445777 
N O T Ç ?. 



O;» ^#«tf âHJfi trouver le Logmthme du fuatrieîM 
pombre retjuis , Ji le complément Arithmétique du 
premier Logarithme ((jui efl le refit Hceluy foutrM 
4i I o.oooa«o03^ efi ajouté mux autres deux^ & quo^ 
4e U fimme on ote vers U gauche U première figure^ 
.Comme $» l* exemple précèdent» 

Jj^garithmes^ 
AC ii77:<.89}8o9i 

ABfBC 1457^5.1751^18 
A B>3C i3}'i«?^7?559 
éS) 175:11.45638^8 

SiuntegétrithmcprêpoSiénepeHt érefcâtraitek. 
^10. ooooecK>i comme ceux des T^vgentfS des arcs 
putre 45 degrés » il le faut fiutrmre de xo.oeoOQO0jt 
& faire comme devante Ainfi le complément Atith'- 
moticfue du Logarithme de la Tangente de 6$ dfgre^ix 
$fl 9*6 J^i 5 8 5 i^qui eji oHJfi io Logétrithme de U fan^ 
gonte de fin compleptent. 

Pr A D 175 ^tant ôtc de A C 11773 demeure 
PC ipo4> dont la moitié $di cft C E ou E D. 
ftîaintçnaiht au Ttian^k rcâançlc A B E cft cou- 




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Ch AP.III. DesTriangL re(tiLohlié[. ij 
nuërhypotenufcAB 8^5, & la jambe AE 77 f, 
par lc(qucllcs on trouvera Tanglc A BE 65 d: 48' 
ëc l'angle B A E 16. d: ii. Dç racmc au Trian- 
gle rcftangle Ç B E^eftlhypotcnufe C B 6? 2,& 
la jambe CE jroi, par Icfqucllcs on trouvera l^^n- 
gleCBE52d: jj'.&langleBCE }7d: 25'. Si 
vous ajoutez Tanglc CBE 52 d: 55' àranglc ABE 
6} d: 38'.!* fomme eft l'angle ABC 1 16 d: 1 3'. 

AVTREMENT. 

Ajoutez enfcmblc les trois côtez»& de la racM- 
tic de leur fommc foutrayez chaque coté compre- 
nant Vangle requis > pour avoir leurs differences. 
Alors fera 

' i.Comequel/p^^Hn des cott7comj>renanf Vangle refais^ 
A quelqunm des différences trémies \ 
Ainfi Vautre différence, 

A un ijuamime nêmbre. 
2. Comme Vautre coté comprenant t angle refik> 
Au Sinus total 'y 
Ainji le quatrième nombre trouvé, 

Aunfeptiéme. 
Ce fcf ticme nombre étant multiplié par le Si- 
tuas totaUla racine quarréc du produit fera le Sinus 
de la moitié de Tangle requis. i 

Ou plus facilement par L(^arithmes,a joûtcis \^ 
Logarithme du Sinus total au fepticme Logaritlï- 
me s la moitié de la fomme fera le Logarithme dij 
Sinus de la moitié de l'angle requis. 

EXEMPLE. Au Triangle précèdent foit 
requis Tangle ABC. 

- c 4 Les 



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*4 C^hV.lU.DestrisHgtremi.ohHq. 
("AC 1277 
Les cotez < A H 86j 
CBC ££* 
La forame «des cotez 2774 
La moitié de la fomme 1387 
La difl'ercncc de A B jxx le 1.0^^.7x76^0$ 
La différence de B C 7 ^ s le Log.i.S775>46» 

lafommej.5pj6i74 
LeLoganthmedcAB 8^y 1.9^70161 

Le L0g.du4.avec leLog.du Sin.total 1^.^58601$ 
LeLoganthnjcdeBC 631 2.8007171 

Le Log.du 7.avec le Log.du Sin.total 79T85788II 
Lamomé eftleLog.duSin.de 58 d: tff 9.92854x1 
Le double d'iceluy 177 d: 13'. eft l'angle requ% 

Ou bien ajoutez les complcmens Arithmeti- 
qoes des Logarithmes des cotez comprcnans l'an- 
gle requis, aux Logarithmes des différences trou- 
vées s la moitié de la fomme fera le Logarithme 
du Sinus de la moitié de l'angle requis-Comme au 
même exempta. 

L«j£êrithmet. 
Les côtes f^BS^j 7«o<Sio8j5 compl.Arithm. 
% j-tf- .•^C*J*7.i99»8*jCompl.Arithm. 
X.Z diftcr. de AB yti 2.717670^ 
La diflfer. de BC 75; 2.87794^9 
.Lafommc 15.857884* 

L» aaoïtié de la fom. j.5289421 comme devant. 



IV. Pkop» 



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Ck A v.l IV Des TriAf§^L reBil obtiq. x y 

I V. Prôv. Ec&ns connus les angles & un côcéi 
trouver quelqu'un des autres cotez. 

Comme le Sinus de l* angle êpfpséau cotéconnu^ 

Au coté connue 
Ainfile Sinus de l'angle oppose au cotérequis^ 
Au côte requis, 

y. Prop. Etans connus deux cotez > & l'angle 

compris d'icetix > trouver le troinémc 

côte. 

Trouve'^ fremieremem les aufrfs Of^les par la 
x.Prop. dt ce Chapitre 9 & puis après le cote requie 
par laprecedeme 4. frop. 



CHAPITRE IV- 

THà ealful des triangles Sfheriipêes re£f angles. 

Obse rv ATI on s. 



I. QI une des jambes eft Quadrant > l'angle < 
Oposé à cette jambe fera droit : fi moin 



op- 
loindne 
que le Quadrant » aigu : Se fi plus grande 3 obtus : 
ic au contraire. 

2. Si une des jambes eft quadrant» rhypote--> 
nufe fera auffi quadrant : mais , fi Tune & 1 autte 
d'icelles font moindres ou plus grandes que le 
quadrant 9 Thypotenufe fera moindre que le qua- 
drant : êc fi une eft plus grande que le quadrant>&; 



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1^ Chap.1V. T>es Trianfl. Spheriq.regf. 
r^utrc moindre > 1 hypocenule fera plus grande 
que le quadrant j & au contraire. 

j. Si un Acs angles touchans l*hypotenufc eft 
droit, rhypotcnufe ièra quadrant : mais,fi chacun 
d'iceux cft moindre ou plus grand qu'un droit^I'hy- 
potenufc fera moindre que le quadrant : & fi l'un 
d'iccux eft phis grand qu'un droit> & l'autre moin- 
(lre>l hypotenule fera plus grande que le quadrant: 
& au contraire. 

4* De tout Triangle Spherique les trois angles 
font plus grands que deux droits. 

I.Prop. Etant connu un angle oblique > &une 

jambe adjacente à iccluy, trouver l'autre 

angle oblique. 

Ccmme h Sinns totaU 

uin Sinus de l* angle abliefue connu ; 
jIu Sinus du complément de U jamhe connue, 

Au Sinus du complément de l* angle reefms. 

I LProp. Etant connue une jambe> & un angle 
oblique opposé à icelle > trouver l'autre ai^le 
oblique î Moyennant cjuonfçache s il ejl aigu ou 
obtus : OH bien fi l'hypotenufe, ou l* autre jambe > efi 
moindre ou plus grande que le quadrant. 

Comme le Sinus du eomplement de la jambe conmi^ 
Au Sinus du complément de l'angle connu > 

Ainfili Sinus total. 

Au Sinus de t angle requù. 



AVTILB 



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Ch A p. I V. Dis tmngl Sfhm(^. rc0. rj 
AytrÎment/ 

Comnu U Smus tctal^ 

A U Secamed^ Ufâmhe connues 
jiinfi le Simu dn comphmm de l'angle cemu. 

Ah Sinus de l*an^U requis. 

1 1 L Etant connue Thypotcnafe , & une jambç, 
trouver l'angle opposé à cette jambç. 

Comme le Sinus de thy^ternsfe^ 

Au Simts t9$d^ 
Ainfi le Sinus de U fambe eennué^ 

Au Sinus de V'angle requis. 

AVTKl MB NT. 
Comme le Sinus Maljt 

A U Secsnte du complément de l'hypoienufii 
Ainfi le Sinus de U jambe connue^ 

AsiSinus de l'émgle refuie. 

l V. pRO P, Ettns connues les jambes , trouver 
lequel on voqdra dc$ angles obUque^L 

Comme le Sinus total» 

Au Sinus de la jambe adjacente à l'angle requis, 
J&nfi la Tangente du complément de l* autre jambe» 

A la Tangente du compliment de C angle requis^ 

V. P& o p. Etant connue Thypotenufc & une jam- 
' be, trouver l'angle çonapris d'içcUes* 

Comme le Sinus total» 

A U Tangente du complément de Vhypotenufè% 
Ainfi la Tangente de la jambe connue» 

Aie Sinus dn compilent de l'angle requis. 

YI.P^0 3?* 



Digitized by VjOOQlC 



*J CnhV.lY.Î)esrrUngl.Sfheriq.reSf. 

V I. Pr o p. Etant connue rhypotcnufc > & un an- 
gic pbliquç > trouver l'autre angle 
oblique. 

Cetnme le Sinus Mslf 

Au Sinus du cemplemem de fhypetenufe ; 
AinfiU Témgente de Vmîgle Mipte cennu^ 
A U TMiemeducamfUment de féngte requù. 

VIL Prop. Etant connue Iliypotenuiê^ icvm 
anglf obIique> trouver la jambeopposée 
à cet angle. 

Comme le SimêsteuU 

Au Sinus de fhypotenufe ; 
Jiinfi le Sinus de tétn^le obiitjue cennu^ 

Au Sintis de U jambe refuije. 

y 1 1 1. Pro p. Etant connue l'hypotenufe^ & une 
jambe, trouver l'autre jambe. 

Comme le Sinus duLComplemem de Ujmnbe connue^ 
Au Sinus du comblement de thypotemifi , 

Ainfi le Sinus totédi 

Au Sinus du complément de U J4mbe re^m/i. 

AVTRSME.NT. 

^ Comme le Sinus totulf 

A U Secmte deUjétmhe comme : 
Ainfi le Sinus du complément de fhypotenuje^ 
Au Sinus du complément de la Jamife refui/e* 



IX. 



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ÎX* Pao p. Etans connus les angles ^ crouvet U# 
quelle on voudra des jambes. 

Cêmme le Sinus de F 4niU oblique uijéicent k U 
jamte reqmfi. 
Ah Sinus du complemem de l'autre angle etlif} 
jiinÇ le Sinus MéUi 

Au Sinus du cemplemenp de U jambe requife. 

A y T B. 1 K B H T. 

Comme le Sinus mal, 

A la Sécante du complément de t angle obliqua 
adj4cem à U jambe requifi $ 
Ainfi le Sinus du eompl. de P autre angle oblique f 

Au Sinrn du complément de lajjémbe requifit 

jt* pKOf • Etant connue une jambe > & un anc 
glé obli^pie adjacent à icdle^ aouver 
Tautre jambe. . 

Comme le Sinus totale 

Au Sinus de la jambe connue, 
Ainfi la Tangente de t angle oblique conmt^ 

A la Tangente de la jambe reqtdfe. * 

X L Etant ccmnuîè' une jambe > & un angle obli^ 
^ue opposé à icelle» tronrer Tautre jambi^: 
Moyennant quonffache fieie^ ou bien thj^otenu* 
fi, eft moindre ou plus grande que le quadrant : ou fi 
r autre angle oblique eft aigu ou obtus. 

Comme le Sinus totaU 

A la Tangente 4^^ complément de f angle oblique 
eonnu ) 



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jo CnAV.lV.DesTrUnglSph&iq.reif. 
jiinfi la Tangente de U jambe cennue^ 
Au Sinus de U jambe re^fi^ 

X 1 1. Pro ?• Etant connue Thypotenufe , & i^fl 

angle oblique , trouver la jambe adjacente 

à cet angle. 

^ Comme le Sinus total, 

Au Sinus du complément de f angle obliqiie connH§ 
Ainfi la Tangente de l'kypotenu/e, 

A la Tangente de la jambe recpiipf^ 

XIII. PROP..Etans connus les angles^ 
trouver Thypotenufè* 

Comme le Sinus totaU ' ( obliques^ 

A la Tangente du complément de l* un de s angle i 
^mfi la Tangeme dm compiJle l'usure, angU 9^q$ 
Ah Simis du complemem de l'hjpotenufi^ ^ 

XIV. Pro'p. Etans connues les jambes, trouuef 

Thypotenufe. 

C&mme h Sinus totaU 

Au Sinus du complément .d*une des jambes $ 
Ainfile Sinus du cî^mplement de C autre jambes 

. Au Sinus éktcomplemenp 4e Vkypotgmtfi* . t \. 

XV. Pnop. Etant conniiëuil(e jambe , & un àiï* 
gic oblique opposé à iccBe, trouver ThypQte- 
ni^ ; Moyennant qti on /^ache fi eUe , ou l'auité , 
jambe , ejl moindre ^u plus grande qiie lé qua* 
drant : oufi l'autre angle ohli^efi Aigà ouobt$tié 

Comme le Sinus de V angle oblique connuf 
AuJSinus de la jambe connta, 

Ainfi 



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Ch A p . 1 V. Des tmngl Sfhcri^. reSt. 3 1 
Ainji le Sinus totaU 

Ah Sinus de thfpotenufe. 

AvTaSMENT. 

- C^mmf le SinHs totale 

A U Sécante du cempLde V^mf^e ^U^} cenms^ 
jiinfi le Sinus de U famie amnu'èp 
Ah Sinus de l^hyfotenufi. 

X y I. Pro P« Ecanc comme une jambe > & un 

angle oblique adjacent à icelle^ trouvée 

. 1 hypotcnufe, 

Cenme le Sinus tetnl. 

Ah Sinus du ct^mflule Çmile ebUefue cennu : 
Aînfila Tangente de cempL de la jamùe cennue'^ 
A U Tangente es cempl. de rhypêtenufi. 



CHAPITRE V. 
tê csUculdes Triangles Sfherîques ohli^uangleK 

POur refbudre la plufpart des 1\iangles Sphe* 
tiques obliquangles > on les réduit en deux 
Tfiangjteâ reâangles ^ par une perpendiculaire^ 
ntée du bottt du côte connu ayant à l'auce bouc 
00 aagl^ connu » iùr la btfe > 'prolongée £ be« 
ibin eft. Et al^rs im trouvç les termes requis 
fu les (ermes confms des Triangles re-» 
âaogUs. Or puifque la manière par Tin* 
Tendon de la perpendiculaire ( laquelle . de<» 
mande trois opérations au moins ) eft déjà vul« 



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51 Ch A ? . I V. Des triéml.Sfheriq. obtiq. 
^aire > & peut être faite par ïts Propofidons pre« 
cedcnces > je n'en diray mot> pour montrer com«^ 
ment on refoudra les Triangles fans Tinvention 
de la perpendiculaire par le moyen de deux Pro- 

Efitions feulement : £t au lieu deplufieurs paro* 
quil faut pour les exprimer > je le feray plus 
brièvement par lettres. Ceux qui défirent eh ayoir 
les demonftrations > les trouveront en la Trigâno" 
metrie Èritmniejue d^ Henry Brlg^f. 

Pour ce faire félon les Analogies fùirantes > 
marquez le Triangle proposé par les lettres A 9 
B> C> c eft à fçavoir l'angle duquel la perpendicu^ 
laire doit tomber par la lettre A > Tangle connu 
adjacent h un côte connu par la lettre fi > & le 
troifiéme angle par la lettre C : & où la perpendi- 
culaire coupe la bafè à angles droits > mettez la 
lettre D.Les angles étans ainiî mariquezj les cotez 
de chaque Triangle reâangle feront auffi mar- 
quez. 

Si les angleis B & C > ( touchans la bafe B C ) 
font aigus y la perpendiculaire tombera dans le 
Trianglie : fi B eft obtus^ elle tombera dehors ou« 
tre Tanglç obtus C. 

NOTEZ. 

Puis qu'il eft dit que la perpendiculaire dent 
tomber du bout d un côté connu ayant un angle 
connu à Taucire bout , & que cela en que^ue cz» 
( comme de la i .^.^.Sc 1 2. Prop.) peut-être &i6 ctt 
deux manières: partant en la 4. À: i2.Prop.noi3& 
advertirons d où la perpendiculaire necefiairemenc 
en cette rencontre doit tomber. Ai»: autre» deux il 
n y a point de dtffirrencr. 

I. Prop. 



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JLProp. Ecans connus deux angles, ôc le côté 

d encre iêeuâc , trouver le cr^émc 

ângltJî 




i. Comme le Sinus totéd^ 

jiH Sinus dm complément JU AB 

Ainfi U Tangente di ABCÎ 

AlaT^genteàucàfnfielnemâe 6 AD 

Etant trouW B A D iè nvinifefte aufli CAD. 

X* Comme le Sinus de B A D 

Ah Sinus de ^ CAD 

Ainfile Sinus dk complèmm^ ''' ■ A B C 

AuSinuséstofH^^m^p^' fiQl^ 

^Én la ptcmierc & fccoxide f^çp» ^ A C 6 eft jtf 
Bieme que ACB:mais en la tro^i^Qp^.ajraht trou^ 
¥c A CD i il feutprcndtc Ion ppuîjtplemçfleà 1 8o 
dçf^cz , pour avoir langlç ifç<|W$ À G 3» 

Pour montrer la faciliée dé calculer par ces àtù- 
bgicsi je dôcïrtéray lin exémf îè.a vc^li p^ 
ihaniere d^operet. r .' ?- 4 

Soif .d^ premier f tiarigte *obliq[uahglc B A C^jr 

î fionml 



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» 

connu l'angle BAC 104 dcg. 6. Tanglc ABC 
38 deg. o'. & le côté A fi 3 o deg. 6. on demande 
1 angle ACB. ' 

. !• Lûgarifk 

A 9 )0 d.6. SiQ.conipl. 9.^175 fotf 
ABC j« d.6. Tangente 99fi9o9t 
BAD 5f (i.5^'.Tan.com.l^-S|0|404 
CAD48<1.|'. ......••••. 

AB44d.;^. ../ ._^ 

1 1. Prop. Etans connus deux câtez > & l'angle 
opj)osé à l'un d jceux , mn^er Tanglc 
compris d'iceux 



2 

Sin. o.otiS5if a.c» 
Sin. 9.S7>^4t4 




AinfiUTémiemede ^ ABC 

^ /4 TdngmrétcpmpUmem de BAD 

'^^^^"^ ^IsTéngfpfnde^ '*'• ' • : AB 

< ' ci^/ /r SMiiiiliichmfièmm âê ' B A £> 

o^« 5 j^ir ^ cpfnfltfH^ dt CAD 

" ^i?larpcrpendiculaîrc tombe dans le Triangle Ja 
fômme de B A D > C AD : fi dchojs ,U diftcrcncc 
d*icqa3ç.cft langle requis BAC. 



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Ch AJ . y. Des frùmgL Sfherif. Mq, 3 j 

1 1 1. P HOP* Ecans connus deux angles 5 & le co*^ 

té opposé à l'un d'iceux , trouver le croilîémt 

angle : Moytnn^m <pion Jfachc s il efi éiigu on 

' iibtut : puifien qtêt fefpece et cité cpfouà Camr€ 

mngUdûHHefiip connut. ^ 




O C0* B 



C JD 



AB 
ABC 
BAD 


ABC 
BCA 
BAD 
CAD 



I. C^mme le Simts total. 

Ah Sinm dn cùmfUwtem â$ 
^infi U Témgente de , 

tA ^ T^ingeme dk compltmem de 

!• Cemme le Sinus du cempUmem de 
^H SihMS dk CùmpUyent de 
tAkffili Sinus de , \ 
iyiu Sinus de 

Si la perpendiculaire tombe dans It Triangle» 
là fomme de fi AD> G A O ^ li dehors^ la Jdtkxtaçû 
d'iccux eft l'angle requis BAC 

iV. Paop/EtanS Connus deiuc côceî » ^Tangle 

compris d'iceiix : crbûver quelqu'un des 

autres angles. 

En ce cat k perpendxcdaîtedoic neoedaitemenf 
tomber du côté c^^sé à ra^gleccquis. 

î 1 i.Cefumê 



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y6 Ch a p.V. Iks TrÏM^L Sfheriq. «Wf^. 



A / 




I . Comme U Sinus total, 

f/iu Sinus du compUment de ABC 

^^nfiVs Témgentede A B 

tA^^Tangentede. .BU 

Etant trouvé B O» fe manifefte aufl^C O. 

1» Comme le Sinus de ^ CD 

^ ^u Sinus de BD 

\yiinfi U Tmgente de ' ' AjB C 

l4 la Tangente de A CD 

NOTEZ/ 

Ett la prcmicrc & féconde figore,raDgle A C D 
cft.lc même que ACB : mais en la troificmc> 
ayant trouvé A C D > il faut, prendre fon com- 
plément à 180 degrez > pour avoir lanelere« 
quisACB. , : 

V. Paiop. Etanscoixnus deux côtex> & l'ânglf 
oppose àrun d'iccux > trouver l'angle oppose 
à 1 aùtte : Moyennant «^ùonffacke sH eft aigu 
OH obtus» 

Comme le Sinus du eiti opposé à l'asile connu, 
t/tuJSmutd^l'attgUamauj 

. ^ ^infi 



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CHAV.V^DestnôHgL^kriq.c^^. 57 
c/fiff/i le Sinus de F autre coté cgnn u. 
Ah Sinus de \! angle retpAs. 

V I. Pao p. Etans connns les crois cotez ;i trouver 
lequel on voudra des angles. 

Ajoutez enfemble les trois cotez > & de la moi- 
tié de leur fomme ibâ trayez chaque côté compre* 
nant Tangle requis > pour avoir leurs difi^nces. 
Alors fera. 

I. Comme le Sinus de ^Helfu'un des eotez comprOums 
V angle retjpiis^ 
Au Sinus de tune des Sfferenceis treuvées : 
Ainfi le Sinus de t autre différence^ 
A un quatrième Sinus. 

2* Comme le Sinus de l'autre cotecom prwam fan» 
gle requis i 
%4it Sinus totale 
%Ainfile quatrième Sinus trouve'^ 
^un/eptieme Sinusé 

Ce feptiéme Sinus ^tant nudtiplié avec le Sinus 
total» b racine quarrée du produit fera le Sinus de 
la moitié de l'angle requis. 

Ou plus facilement p^r Legarithmes , ajoutez 
le Logarithme du Sinus total au (èptiéme Sinus 
Logarithmique ; la moitié de la fomme ièra le Lo- 
garithme du Sinus delà moitié de l'angle requis. 

Ou bien ajoutez les con^emens Arithmétiques 
des Logarithmesdes Sinus des cotez comprei^ans 
l'angle requis» aux Logatid^mesdes Sinus de^ dif- 
férences trouvées:la moitié fie laibmm^ fera le Lo-r 

ï 3 garithme 



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58 CviKV.V.Deil¥imgi.^hârii^.^Uq, 
garithme dii Sinas de la 
moitié de l'angle reqais« 
BiPiit vdiçy un exemple 

Au Triangle A CD font 
connue les cotez B D 
42 d: 8'# AC 50 d; 6* âc 
C D ^4 ^5 4- Ondcmaii- 
dcranglcACD. 

AD 41.8' 

AC 50.0 

CD *4.4 




Les 

cotez 






ta fomme des côtcx 1^^-i * 

La moitié 48.^ 

LadifFcr.dcAC . i«-^ 

tadifter.dcCD i4** 

La fomitie 

I^a moitié cft de 

Le double eft 



0,3010500 
0-38955 3 î 



Logarithmes. 
P49130SJ 
5>,^o988oj 



9.896586a 
de ACD 



51.58 
103.56 

y I L pRO p. Etans coamu^ les trois angles, trou- 
ver lequel on voudra des cotez. 

En changeant le« angles en leurs côfet oppo- 
Ibz , ic prenant auticu du plus grand angle & du 
côté opposé à iccluy , le complément à 1 80 de- 
gtè^ , l'opération |èra tout de même €om»e en 
PL précédente* 

y III pRop.Etans^ connus deux angles , flcun 
côté opposé à l\in d'iccux , trouver le côtéj>p- 
posé à 1 autre t Moyefnfim 9»V«r /^itcke s*il efi 
pwi^àrtonphtsgfémi f»e ItfMâfsm. 
Cmme U Sbnis iefanghBfpûtiém^dtéc^ttw^ , 
^AuSinmJkmhnetom 



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Ch A P;V. Des trisf^t. Spheriq. obli^. 5 j 
t/finfi le Simu de l'autre ém^leccnm. 
Ah Simis du coté ref$tè. 

I X.Pko>. Etans connus deux côtcz , & Panglc 

compris d'iceux > irouvct le troificmc 

cote. 




1. Cpmme le Sinm totd^ 

AnSinuséêcomplememie A^B C 

t/4infi UTdftgentede AB 

tA l^ Tsngême de : BD 

Etant trouvé B D We màmfti^ auffi CD; 

i» Cemmele SUmsducemplememde ^, ,BP 

.^ Sinm é$ complefnm dt 'CD 

ASnfile Simtsdtê camptemem àt - A B 

Aie Sinus du complément de AC 

X Pkop. Etans connus deitt angles » & le côté 
opposé à Tun d'iceiu > trouver le cote entée 
les angles connus : Mayehmmt qu'on/^achafi It 
€oté reqmi , m tien* le cote epp^i à l'éàê^ 
4Ktgle Mmu , eft meindre eu fim ff^tndjgmk 
qmdrémf. . ' <S 



^ 4 



2« Ç*emuÊ0^ 



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4© CHkf.V.IksTrf4ffgl.Sfherif.çi/f^ 

A A A 




!• Çûmm^ le Sitms tcft^li^ 

Au Sinus du Cùmplemptt d^ 
^infi UTMgemt de 
A U Jangentç dç 

f. C^mme U Tangente d^ 
%A U Tangente d^ 
Amfi le Sinus 4fi 
Am Sinus de 



ABC 
AB 
BD 

ACB 

ABC 

BD 

CD 



^ Si la perpendiculaire tombe dans le Triangle, 
]#reiin^4ç BD, CD:(îde(iq|:S;i. i^di%ence 
4'iccux eft le côté requis B C- 

X !• Pno p. Etans connus 4cq^ ç^tez » de I angle 
ppposé à Vm 4*iccux , t^içoifvQj; \c çroificpic 



cote. 





Il ""ïï-^ 



ç n 



%. Comme 



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Ch A F.V. Des triâ9ij^. S/hmf, êhliq. 41 
!• Cûmme le Sinus total^ 

Ah Sinus du comfUmem de A B G 

tyfinfi la Témffemi de AB 

c/^ U Tangente de B D 

* t. Comme le Sinus du cemplement dé A B 

Au Sinus du complément de A C 

t^infi le Sinus du complément de B D 

e//i» Sinus du complément de CD 

Si la perpendiculaiirc combe dans le Triangle» 
la fommede BD , CD : fi dehors , la différence 
d'iceux, cft le coté requis B C* 

XIL Prop. Etans connus deux angles » &le 

côte d'entre iceux , trouver lequel on 

voudra des autres cotez. 

NOTEZ. 

En ce cas la perpendiculaire doit neccflaire- 
ment tpmbcr dç l'anglp connu adjacent au côté 
requis. . . 



I. Comme le Sinus total^ 

^H Sinus du compUmem de AB 

Ainfilés Tangente de ABC 

%4laT4n£fmeJ^çemplemèntde BAD 

i j Etant 



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Eunt trouvée BADi /cmanifcfte zixBi CAD. 

1. Cûmme U Sinus du complément de CAD 

e///tf Sinus du complément de B A D 

^infi la Tangente de AB 

ji ta Tangente de AC 

A B R E G E' 
Z> Quefti&m JftrMêmkfiêes. 

1. TjTant éonnuc la plus grande oblwiitc dé 
Xjl'EcUptique > & la diftançe du Soleil au 
plus proche £quinoxe>crouver fa dediuaifoti* 

Comme le Sinus total f 

Au Simtsdé la difiéênce au f^lus proche Ejnhêoxe; 
^AiftJlUSium delaplusirandeokU^itA 

t^uSimisdeladeclihai/onreqtdjfè. 

I L Etant connue* la plus grande obliquité de 
i'Ecliptique > & la dedinaifon du Soleu 3 trou- 
ver le lieu d'iceluy dans l'EcIiptique. 

Ctfmme le Sinus de laplus grande oUiqmti de VEcli^ 
pti^ue^ 
^u Sinus de la decUnaifon du Soleil ; 
%/4inJî le Sinus totale 

Au Sinus de I4 difiance df$ Soleil au plus proche 
E^uinoxe^ 

La plus grande obtîqvieédftPEcliptiqueaété 
'^ ; " trouvée 



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trouvée par Tycho-Brahc 25 d: j i'. }o". fur la- 
• Quelle par confequcnt îl jfaut opcrer pour les dccU- 
liaifons exaâcs. 

III. Etant connue la plus grande obliqijiicé de 
1 £cliptiquç , ^ la diftance du Soleil au plus 
proche Equinoxe > trouver Ton Âfcctmon 
droite. 

Comme le Sinus Méd, 

Au Sims du cêmfUmem deUfUsgréwde êhlUpdti'^ 
jiinfiU Téingeme deladifléncc du Soleil su plus ^#- 
che Eqmnoxey 

A la Tangente de i'Afienpon droite retjuife^ 

I y. Etant coniîuc la plus grande obliquité de 

VEcliptiiinc , Se la declinaifon du Soleil, 

trouver fon Afcenfîon droite. 

Comme le Simismed» 

A U Tangente de la declinaifon du Soleil : 
Ainfil4 Tangente du complément de laplusgréidê 



ê 



Ah Sinus de tAfcenJUn drei$e requlfé. 

V. Etant connue la plus grande obliquité de TE* 
cliptique > & la diftance du Soleil au plqs pro<> 
cfae Equinoxe, trouver Tangle que l'Eclipcique 
fait avec le Méridien. 

Comme le iSinus totale 

Au Sinus du complément de la difiance Ai SoleS 
au plus proche Ecjuinoxe^ 
Afnfi la Tangente de Idplm grande etUfuiidi 
AUT4$ngemfdn^u^.defêffgléfiime. 



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44 ^^l^éie Suffit Afirmam^ms. ^ 

V I. Etant connue la plus grande obliquité de 
rEcliptiquCi & la dcclinâilon du Soleil > tx&er 
ver Tangle que TEcliptique fait avec le Mc- 
ridkn. 

C^mme le Sinus du compliment Je U declinai/on du 
Soleil, 

Ah Sinus Au comf1, de U plus grande oblupdtéi 
Ain fi le Sinus iotaU 

Au Sinus de l' angle re^f. 

VII. ;Etant connue la declinaifon du Soleil, & 
rélevation du Pôle» trouver ramplitude Orien- 
tale ou Occidentale du Soleil. 

Comme le Sinus du compl. de Félevation du Pôle, 

Au Sinus de U declinaifin du Soleil ^ 
Ainfi le Sinus totale 

AnS$nusdel*Ampliiuekre^ui/e» 

V I H* Bti&nt connue la diftance du Soleil au plu» 
proche Equinoxe>& fa plus grande Amplitu- 

dcj trouver les autres Amplitudes. 

Comme le Sinus total. 

Au Sifèusde la plus grande Amplitude du Soleil^ 
Ainfi le Sinus de fa diflance au plus proche E^pdnoxe 
jiu Sinus de r amplitude re^ui/e. 

I X. Etant connue la declinaifon du Soleil , ic 
l élévation du Pôle, trouver la différence 
Arcennonelle. 

C om m e U Simu totah, 

AUTeingomodelé eleclinaifiu dss Sobil : 
I Aittfi 



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AifffiU Tangente de lUlevMtion du Pôle, 

Ah Sinus de U différence A/cenfi^nelUrequiJi^ 

X. Etant connue la dcciinaifon du Soleil, Ôc Téle^ 

vation du Polc,trouvcr Theure du lever 
ou coucher du Soleil. 

Comme le Sinus mal, 

A U Téif^me de UdeeliwUfin du Soleil: 
AinfiU Tangente de l'Aevasion du Pôle, 

Au Sinus ducompicmem Je l^arcJinemoHume. 

L'Arc feminoâume réduit en tems , donnera 
l'heure dakver du Soleil^qui étantôté de i x. heo- 
resàrçftera rheua^ 4i|k coucher. 

X I. Erant coipnuë i'JE/cvatîon du Pdle » Se l'heure 
du lever ou coucher du SoleiU trouver Ùl decli«* 
naifon > ic partant à «^el jour ilX^ lejire^ cou- 
che à rheure donnée. 

Comm^ fe $$nus total, 

jiu Sinu^ de la Mfiance du Soleil du Midf, 
Ainfi la Tangente du eompl.de Cilevé^n du Pôle, 

AlaTangemedelaDeclinm/onrequifi. 

Maintenant pour avoir le jour auquel le Soleil 
fc levé & couche à l'hcui^e donnée , faites cette 
analogie. 

Comme le Sinus- de la plus grande obliquité fU /*£- 
eliptiijue. 
Ah Sinus de la declinaifin du $ûleU » 
Ain/! le Sinus total ^ (Efuinojee. 

Ah Sinus do la \Sfiance du SoteU au plus proche 

. XII. 



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4^ Ahregé âe ^ti^hms Ajirtmmiqnii, 
XII. Ecanc connuèi clcvation du Polc^ la déclic 
naiibn du Soleil ^ & Thcure du four» trouver 

la hauteur du Soleil^ 
Cette Méthode fi^ppole la perpendiculaire ti- 
rée du Pôle de THoriioa fur le cacle Horaire du 
Soleil. 
1. Comme le Sinui t9téd% 

Al^ TétPt^emeiu cemplemem Je fcUvâHm 
< duPûle; 
Ainfi h Sinus Au cemplemem de U Afimiee Ju Se^ 
UUduMiàf, 
AU Tangente éi premier 4rc trouve» 

Dépuis fix heures du MatiA jufques à fisc heures 
dufoir > ôtez la premier arc trouve de la diftan- 
ce du Sokii du Pole> mais ille &ut ajouter depuis 
les fîx heures du foir jufqàes à Iix heures èa mafin^ 
pour avoir le fécond arc trouvé* 

]• Comme le Sinus du compL du premier 4retro$n;e3 

Au Sinus du complément dH/econâétrttrmve» 
Ainfi le Sinm de f élévation du Poleg 
' Att Sinus de U hauteur re^fe. 
Pour trouver la hauteur du Soldl à fix hearcf f 
jSiivez cette analogie* 
. Comme le Simts total» 

Au Sinus de ta declinaifin du Soleil : 
Ainfi le Sinus de C élévation du Pôle, 

Au Sinus de la hauteur reeptifi. 
Pour avoir la hauteur du Soleil au tems des 
Equinoxes» dites» 

Comme le Sinus total \^ 
*' Au Sinus du complemem de l'élévation du Me^ 

Ainfi 



BigitizedbyGodgle 



Abugi^ de ^pom Aftroiumwpm. 47 
^^ le Sinm an comfUmm de la diftânci du SoUU 
du Muh» 
AfiSinmdeUlammrnqui/i. 

X 1 1 !• Etant connu TAnmadi 8c la dedinaiibiK 
dtt^ Soleil 1 avec Phcttte du jour ^ tro^yct 
U hauteur du Soleil. 

Copme h Simu de tAtimmh du Soleil du Aferi* 
dien. 

An Sinm du compUmem de fa declimU/in; 
AinfileSimâdefiMfiancedHMiify, 

Au Sinus du complément de la hauteur requifi. 

XIV. Etant connue la decUnaifon » la hauteur^ 

âc TA^imuth du Soleil^ trouver llieure 

du jour. 

Comme le Sinus du compl. de la déclinai/un^ 
^Jftf SiuHsdu cémflemem de lu hauteur^ 

Af^fije Sinus de l*Azimutb du Meriditn^ 
Au Sinus de La dijianee du Méridien. 

Cette queftion eft fort utile pour trouver Theu- 
xe plus facilement que par la ftiivahte a pourvA 
^oh aye une ligne Meridienc Horizontale bien 
tracée > eu on bon Aimant: parceque obfervant 
arec Tombre d\ui filet ràngte de TAzimuth en 
même t6ms que h, lutteur, vous aurez l'heure par 
toc ièule analogie; - 

X V. Etant connue rélctation du Pôle > la decli« 
jiaifonj de la hauteur du Soleil^ tiourcr 
' rfacure du jour. 
Ajourez enff^fible ces tro^ . ; JtC cmttj^meuc 

du 



dby Google 



4® j^egé de ^efiioni Afirtmomiquei. 
de 1 élévation du Pôle i la diftance du Soleil dd 
Pôle i Se le complément de la hauteur du Soleil i 
Se de la moitié de leur fomme fofitrayez le corn- 
nlemcnt de Télcvation du Pôle , & la diftançe;dii 
Soleil du Pole> afin d'avoir leurs différences. 
Alors fèra> 

u Camme le Sinus Juc^tffleti^ de tdUp4$ient 
du Pole$ 
Au %inm ii l*un9 desd^erençes treuvUs; 
Ainfi le Sinus de VéUUre d^ehnce, 
A un ijuâirUme Sinus. 

1. Comme le Sinus de U âiftance du Sdeil du Pete^ 

Au Sinus totéU^ 
Ainfi le quatrième Sinus trouvée 
A unfeftieme Sinui. 

Ajoôtei: te Logarithme do Sinus total, aùfè- 
ptiémc Sinus 'Logarithmique : la moitié de la 
tomme fera le Logarithme du Sinus d'un^arc , le- 
quel étant doublé & réduit en hçqrcs, dot^cru la 
diftancedu Midy. . i 

Ou bien ajoutez en^mble les complem^s 
Arithmétiques des Logarithmes du Sinus duconir 
plement de Télevation 3 & du Sinus dela^iftaççe 
du Soleildu Pôle» & les Logarithmes des Sinns 
des différences trouvées x la moitié de la fonape 
fera le Logarithme du Sinus d'un arc 3 dont le 
double étant réduit en heures^ donnera la diftan- 
.ce du Midy. 

Cette qucflioh tombe dès flus en pratique > & 

fc rcfopt par k ^. ^rop, du Chap. V* des Obli- 

v^ quangles. 



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^angles : C^ au Triangle ABC ^ les ttoû 

cotez font dqn- 

nez. 
CeftIcPoIe. 
B^l'Aftre, 
AC3 complément de ^i 

la Latitude C K. ^ 
A B > complément ie 

la hauteur B H. 
B G > diftancc de TAft^^c au .Pôle , qu on fçaitcà 
ôtant (a dcclinaifon de 5>o. degfez^ 9 qu^d elle cft 
Septentrionale , & l'ajoutant à po. degrez * lors 
' qii^eÙe eft Mehdioniale , & que k Latitude cft Se- 
ptentrionale : car fi elle étoit Mdridiohale > il fau* 
droit opérer tout au contraire. 
^ Z> rf^$^ eft Taiîgle A C B , ou la diftance dé 
TAftre B au Méridien I A mefurce par l'arc de 
l'Equateur IL, qu'il fout réduire m heures i en 
le divifant par 15» . r 

Or cette Queftion (e refoùt plus iacilemcat 
par le dernier precejpte » c*eft à dure pit les com-* 
plemcn^ Àrithmctiqties , que par î«$ autres ope^ 
iratiôns. 

£t4m cMmë VÈlivkwh et Pde, là hMj^wr , & lé 

IHdin$tifin tfune Etoile i trtMi/ef Hem^ 

lie là nititi 

Il faut JÉdre i:0]ï>me pour le Soîçil i & on aiirA 
langie A C B , ou la ij&iîancç de rÊtoàç au Mé- 
ridien > laquelle il faut ôter de fon Àfccnlîon droi- 
te , fi Toblitvation eft faite dans la quarte d^Ô-» 
rient j ou i ajouter , £ elle eft dahs la quarto 

9 d*Occident# 



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50 AkegiAe^ftims Afironomiques. 
d'Occident : & oh aura l'Afcenfion droite dtt. 
milieu du Ciel> de laquelle etifia fi on ôce l'Af* 
cenfion droice du Soleil 3 reftera la diilance du 
Soleil au Midy pafsc> laquelle reduite-en cems 
donnera l'heure requiiè. Mais > notez que fi l'Af- 
cenfion droite du Soleil fe trouve plus grande que 
celle du ^lieu du Ciel > il faut ajoutera celle^y 
360. dcgrcz 3 pour en pouvoir fou traire celle4à> 
•fin d'avoir la diftancc requife du- Soleil du Midy 
pàfséi qui eft llicure que Ton chctche^étant redm- 
te en tems à 1 5 .dfcgrez pour hieute. 

Èumt ccwmle Heu du Soleily& l^Elevâtim du Pohp 

troupcr Cbiure é$ çêmmemcment &fin des 

Crepufchles. 

-D'autant qu't)h détermine ordinairement la 
dtirée des Crepufculcs pat ^Ic tems que le Soleil 
cft abâifsé fotis l'Horizon , jufqttes à 1 8. dcgrcz} 
étant certain *qu'il employé le metoc tems à dei- 
cendre de 1 8. degrez de hauteur jufques en THo- 
rîzon que de l'Horizoti jufques à 18. dcgrcz au 
dcflbusi qui eft le Crepafi:ule du foir, & de même 
à monter le matin. 

« De &çon qu'ayant l'heure de ladite hauteur» Se 
fçachaQt celle du lever ou coucher par la Qucftion 
1 o. leur différence fera la longueur du Crepufculc> 
laquelle étant ôtée de Theure du lever du Soleii> 
vous aurez le commencement du jour , & étant 
ajoutée à l'heurt du coucher du Soleil « vous aurez 
h findttjomr. 



XVI. 



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XVI. Etant cannuë l'Elcvarion du Polç , U Ete- 
cUnaifon & la hauteur du SolcU » tripuyci: 
r<m Aztmuch. 

A joTicez cnfcmblc ces trois : le complément de 
TElevarion du Pôle , la diftance du Soleil du Fo- 
le>& le complément de la hauteur du Soleilj&de 
U moitié de leqr fomme (outragez le complément 
de l'Elévation du Pôle , & le complément de la 
hauteur du Soleil , afin d'avoir leurs diiFcrencçs. 
Alors (èra, 

iw Cm^t U Sinifi ducânfhmtut dfi PEUvgtipn 
du PâUt 

jfu Sinus M l'm$ des Sfermcts trouvia ; 
jiifffi le Sinm de Véunte diffirenc$^ 

A un ^éttrime Sinus. 

%• CemmeUSinusdHco^fdemfntdeUhâHteiirliH 
Soleil^ 
jiu Sinus tetéd^ 
it/4injl le pi4tri/me Sinus trouve y 
t/f unfeptiéme Sinus. 

Ajoutez le Logarithme dti Sinus total auie* 
Miémr Sintis Logàrithmimie : ït moitié de la 
fommé fera ie Logarithme d» ^n^ de lamoitic 
de TAzimuth requis du Septentrion* 

Où bien ajoutez enfèmble les complemens 
Arithmétiques des Logarithmes du Sinus du com- 
plément de l'Elévation du Pole,& du Sinus du cô- 
plcment de la hauteur du Soleil , & les Logarith- 
mes des Sinus des différences trouvées : la moi- 

Q 1 tié 



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5 % A}f^é de ^méfiions Ajfrûmmiijiêes. 

tic de la fommc fera le Logarithme du Sinus de 

}a moitié àt \Az\mwh rcqiHs du $epfentrion. 

Cette queftion fe rcfout comme la prccedentç 
par la 6, Prop. des Obliquangles > les trois cotez 
du Ti;ianglç ABC étans. doaaez ça la iSigi^e de 
cy-dçvant:caç ayant troyyél>i[igle C A5,fon con>- 
pleniienç B A UPU H A M ietg rA^in^;ith rçqi^s àx 
MidvàrAftrç . 

ÇUe efï fort utile pour la Gn.om0m^ue & variét»^ 
tion 4e lAjnt^nt * car en obfcryant i^ hauteur 4» 
Soleil on peut marquer fîir un plan Hori^on^al 
J'ombre d'un filet perpendiculaire ; puis , l'aiiglç 
Azimuthal étant trouvé par le calcul» & tracé lur 
ledit plan > on a ou la ligne Metidiene , ou la ligne 
Ortem^U f félon qu'on a pris le complément d6 
l'angle C A B fiir i Se ou 90 degrcz > ) pa^ l'une 
ou l'autre de^uelles on trouve h variation de 
l'Aiipant. , 

Pour faire les Tables d'AzimuçH (^fervans à 1» 
Gnomonique & Quadrans 4^ l'aigiiille aymaor 
lée 3 ) ilujifit d*y mc^tte les conuiie^icenKns dcSf 
Signes, D.Henrioncn>fa\tpout pluficurs Ele-* 
vationsf dans fpn Tiraité des Triangles Spheti* 
q»cs. 

Pour trouverl'Asimuth du Soleit à ^.^ heures», 
l^mcz cette AnalogieV 

Cemme le Sipui tet/tty 

Ah Sinus du, con^pt di r^^îevatlen du Pole^, 
^infl l^ Tangente de U Ï)eclin4ifén dfi SolefI, 
4 l^ tan^ntede PAùm^fh^du ^opeil vers^ 
h Sfptfintrtopf, 

fout 



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Ahregé de ^luftions Jlfltùnômi^m. 5 3 
Pour trouver rAzimmh du Soleil au tems des 
E^uinoxcsjfeîres cette analogie. 

Comme le Siwês tâtalf 

A la Tangente de tEUvâtUn éê ScleU ; 
AiffÇ l^ Téingeme <fc f Elévation du Foie, 

Ah Sinus du cenfhmfem de l*A^u$b te^és 
du Méridien. 

X V n. Deux hauteurç d? Sdeil ou de quelque 
Aftre ( dçnt la Dedinaifon foit connue ) étans 
obfervécs en un jour ou en une nuic , avec leur 
différence Azimuthale i trouver l'Elevapon àxx 
Pôle , & leur Azimuth. 

AB CD eft le^ Méri- 
dien. 

e Zenith. D Pôle. 

BEF l'Equateur. 

AIL THorizon. 

G>&H> le Soleil > ou 
l'Eroile. 

GE,& HK leurDc- 
clinaifbn. 

GI,& HF leur hau- 
teur. 

I F diftrence Azimuthalc. 
On demande l'Elévation du Pôle D L > & Tare 

Je l'Horizon L Fj^ ou A I, ou A F. 
Puifijuau Triangle GGH ^ les deux cotez 

GC,&HC rcomplemensdc GI, & HF)& 

janglc G C H r qui eft l'^c I F ; font connus > 

Tare G U,ôc l'angle G HC feront airiE connus. 

/ Mais 




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54 ^^gé de ^0ftms Ajlr000miqHes. 

Mi^is, au Tmngiç G D H > les côte? GDyic 
H D^ ( complcmcns de Ig DiecUnaifon G E> H K;; 
& GH ctans connus , 1 angle GHD fera auffi 
connu 1 duquel fi on ôte G H C > rcftera l angle 
CHD : & partant dans le Triangle C H D , les 
deux côtçx C H 1 & D H 1 & langlc qulls com- 
prennent > éca&s connus » le côté C D fera auffi 
connu> dont le complemeiit D L eft l'Elévation du 
Pôle* Comme ajuflji l'angle D C H, qui eft lare 
de l 'Horizon F L , dont le complément À F eft 
Tangle de la ligne Meridiene & de l'Azimuth de 
l'Aftre obfervé en H. Mais , fi pn ne prenoit que 
F L , pour complément de 50. degrez , on auroit 
l'Azimuth de la ligne Orientale Septentrional , fi 
ledit arc JF L ctoic moindre que ;>oi ^cgrcz ^ ou 
Méridional » s^ ^coit plus grand. 

Cette Queftion fèpeut aiçctnenr^efoudceavec 
le compas lur un Globe;; ou les Azimuths & Ai- 
jnucantaracs font tracez > en mettant la pointe 
d'iceliqr Couvert des degreiz HP) fur les poins 
H 9 G\èc faifant deux interfeâions de ceraes au 
point Ds qui fera le Pofle y duquel on verra la ha^ 
tcur DL,&rarc FL. 

L utilité eft grande pour If» ^ria^n it tA)- 
munt , parce que en obfervant l'angle de quel- 
qu'un dcfdits Azimuths ^yec TaiguiUe > on i^ét 
celuy quVUc faitavep^e Mcriidien > wand elle eft 

Ear après trouvée , ^ qu'on ne pewt faire que par 
1$ Amplitudes, ou par I^ ligne Mcridicne> que Ton 
çi*a point fur Mer. 

Elle fertaufiî pour ^sLiGffcnfMtéjusmx plans Ho- 
rizontaux « mais infiniDpeiit plus en cous pbâs 

quels 



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Abrégé âe ^efiiôns Apmomq»e$. j j 

Îiucls qu'ils foicjic, cnxib- 
ervanc deux poins d'om- 
bré B > C » de la pointe d'un 

%le D » de Tincide^ce f^c 

k^ucUe A» tkanc deuxli'- 

gnes A B > A C > .^m <m^ 

l'angle ou différence Azi- 

niuchale B A O la longueur 

de chaque onibre A B , A C* & 1* hftiîttuir du fty le 

AD, donnera la haUcèûrdu Soleil fur ledit plan 

lors de chaque obfervation* 
Partant on eft dans les 

rertnçs d& La qucftiontp#r 

lefqaels on tronveta l'fpr 

glc dc.Ja liigiîe Mcridien^l'i^ 

dudicpian ( qu'on 1!|:(ptlle 

ligne du Style ) avec quel- 

^ un deis Azimirtbs A 8,. 
pu A C a laqucUt hgiic Meridiene ayant tracé Sui- 
vant ledit angle > & fur icellc F A ë clevcle fty le 
perpendiculaire A Di on fera Tangb AÙE tom- 
plement de k haucc^ur du Pdc iiir ledit j^an» la- 

Îuelle on trouvera conune il a été cnfeigné cjr- 
cvant.L6 point E fcrj^lc véritable Pok ou centre 
du Cadra de ce ptan>duquel abaifTant ou drapant la 
véritable ligne Meridiene*& tirant le rayon Equi* 
noiSal D F, on fera dans les ternies de parachever 
facilement le Quadrant , & de Içavoir ( fion veut) 
Télevation du Polç du Meu j la Dèdinaiibn dtt 
I^n« &c. MaiS) il k faut fervir du ^tigeûient en la 
détermination de la Declinaifon» IntUnatfan , te 
autres ciffCOtiftaïiMiVily CAà * fuiVAi^t ies Rè- 
gles 




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5 6 Ahregé ie ^fiimi AftmomtqHei. 

glcS de la Gnomoniquc qu'il fcrok trop long 4* 

déduire icy par le menu. 

X V n 1. Etant connue l'clcvation du Pôle , & la 
diftancc du Soleil au Méridien ( qui cft 1 hcurcg) 
trouver rare de THorizon compris encre icchqr 
Méridien & le cercle Horaire. 

Comme leTSimis totdy 

Au Smus tk tElevéUioH du Pôle, 
Aififi ù Tàngeme de U dlfiétnee dm Soleil a$à 
Meridiefh 

AUTéii9£emedetârcre^ie. 

Par li on fera £acileriicnt & avec juftelTc tlri 
Quadrant Horizontal, parce qufc ces arcs de THo- 
mon font fenfiblement égaux aux angles des li- 
gnes Horaires avec la Mcridicoe. 

XIX. Etant connue la Longitude & la Latîtudi 
d'une Etoile fixe, trouver â DecUi^aijÉbik 

AEB cft l'E- 
^ quateur. 
P^fonPolc. 

le2U3dia«pe. 

2,fonPok^ 

APZiColurcdcs 
Soiftices. 

C 9 l'Etoile don- 
née jde laqiKl* 
leGV fa Lon- 
gitude > G C ii Lattwdefoiit connue $r 



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Ij faut trouver C E> qui eft fà Dcclinaifon* 
VAtc PZ èft connu 23. d: 3!. 36'. f fçâvotf U 
diftânce d un Poie à l'autre ^ ) ZC eft aulfi contiUi 
étant le complément de G C Et Tangle compris 
PZ C eft amu cxmnu y comme écsmt ta diftance de 
l'Etoile au Colure conïiu,puif<jue 1 arc VG>qui lo 
m^ure > eft coanu* 

Parcant Tare P C fera connu > dont lc4iomplÊ* 
njcnt C E eft la Occtinaifoa requifcu 
XX. Etant connue la Longitude 6c laLatkndé 
d'une Etoile Jfigc^^ trouver fou Afceniion 

droite* 
En la figure cy-deflùs ^ Farcde l'Equateur VÈ* 
^ft 1* Afcenfion droite requife. Au Triangle C P Z> 
les deux cotez P Z,C Z^Sc langle compris d'icôiEt 
ctans donnez y on aura I angle Z P C > qui mefurc 
Varc BE , le complément duquel par dcflbs 90. 
degrés eft le requis V E : ledit arc B E poiiriroic 
" éirc auflS moindre que 90* degrés , ftiais toujours 
l'arc 'V^ E eft le complément à 9 o. degrés de Tan» 
glc ZPC. IpC jugement ojperç ic reft^. 
Les ujagês des Btclinm/ons des Etoiles /ont de tlroHter^ 
(«"^L'EievtUpn du Pôle pat letir plu9 gtaiult 
hafateuc* 

1' 2j* £es Ampli^des ortives^ 6c partant la vatia^ 
don de i'Aymant. 

'^ . On les place phis facilement fur les Aftrolabes* 
4« Les fegmcnsde leurs Parallèle^ deiTus&deA 
iouV4*Hoti2pn. ( . 

5 . Combieirefles paftènt pr^ ouloitf du 2^4i. 
I 6^ Celles, qi^ foait^ûjQUts^ouiaue rï^^ntencji»-* 
tmis (ut rHotiikon. 

tt Leê 



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5 g Abrégé de ^eftims Jjhommift^s. 

Jas ùfagts des AJcenfions droites fim dc/çavoir» 

. I. Le ccras qu*<lla$ preccdcnt ou foi vent le 
Soleil* 

1. Quand Hles viennent au Méridien pour les 
obfcrvcr. 

} • On les place plus aisément fin: les Aftrolâbes 
&Gbbe$. 

Enfinj par la Oeclinaifona l'Afcenfion droite» & 
là hauteur de quelle Etoile > on %ait l'heure d«U 
nuit>comine nous avons dit cy-devant. 

Il y a des Tables des Afcenfions^Declinaifons» 
Médiations» Longitudes>& Latitudes des Etoiles 
dttïs les SpheriqiKfs de D* Henrion , 8c chez tous 
les Autheurs. 

XXL Etans connues les Longitudes & Latitu- 
des de deux Etoiles ou Villes, trouve^ leur di- 
ftance , ou Tare du grand cercle conxpris entre 
elles, 

B > C « font Etoiles > ou 

Villes. 
*5kPt>le. 
BD> & EC s Latitudes 

<ionnées.. 
D E , diflFcrence des Lon- 
gitudes. 

Donc au Triangle 
A B C > les cotez A B > 
ÀC, & Tanglc compris 
A, mefifté par rtrc4>E»éwris eoniitis > B C It kn 
auffi pat la ^.Prop. des Obliquâtigles» 

XXI *• 



dby Google 





I>c^/\ ^^F 



es. 5, 

XX II. Etant connwh Dccliogifoa du SolcU, 
l'Elcvation du Voit j, Ôc i'Anglc Azimuthal, 
par lequel on a la ligne Mcâdiomc , trourcr 
Thcure. 

DBF,cftlcMc. ^^ 

ridien. 
B> le Zenith. 
C le Pôle. 
D F , l'Horizon. 
H E , l'Equa- _ 

teur- «W JE 

I A , ParaUcle du Sxàcâ A. 
A M > la DecUnaifon» laquelle étant connue > 
l'arc A C eft donné, qui eft (on complément. 

B C > diftance des Pôles > qui cft donnée > 
auflî-bien que l angle D B N Azimuthal par ob* 
fcrvation. 

Donc au Triangle ABC, deux cotez AC* 
CB , & l'angle CBA complément de Tangle 
D B N > ctans donnés , on trouvera l'angle 
BC A> qui eft Tare I A ou HM j lequel étant 
divisé par 1 5. degrez , le quotient fera le nombre 
des heures requifes. 

XXIII. Etant connue la Hauteur & la Decli- 
naifôn du Soleil > avec Tangle Azimuthal; 
trouver l'heure, & l'Elévation 
du Polc. 

L'arc B A complément de la hauteur du Soleil 
Au eft donné , A C eft aufli donné , l'angle Azi- 
muthal eft auâi donné j Donc 

il X C^m 



dbyGoogk 



€o Abrégé ie ^Jièons Jjlr&mmiqMés. 

Cêfnme U Sinus de Parc A d 

£fi au-Sinm de P angle ABCy 
Amp le Simu de AB3 

Eft au Siuus de P angle A C S,(jui efi tare lA^ 
ou H M y pour P heure reqmfi. ^ 

Et pour l'Elcvation dû PoIc> voyez rAnalo- 

fie pour trouver le CQté B C :» complément de la 
auteur du Pôle CF. 



CANON 



dby Google 



TABLES 

DE 

S I NU S, 

TANGENTES. 

SECANTES: 

Et DE 

LOGARITHMES 

pQuricsSiNVs de TANeENTii. 



dby Google 



s 



I 

2 

4 
f 
6 

7 

lo 
II 
It 

lé 

i8 

20 
21 

22 

»3 
24 

*y 
26 

17 
28 
*y 


Grad. | 


Sinus 


Tang. 


Secans 




Lêg.Sin. 


Lêg.Tm 








100000.00 





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87^7 


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87.27 


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6«4637i6i 
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i-5M0B473 


6j^l7X6l 
6.7647562 
6.9408471 


11^.3^ 
HT .44 
i74-f3 


116.36 
14T.44 
I74-T3 


100000.07 

lÛOOOO.II 

100000.16 


7^57860 
7-l6%696o 
7.2418771 


7.06578^% 
7.1626964 
7.241877» 


^ 203.62 
232.71 
1161 JSo 


.2034* 
U«««o 


100000*21 

IO000O«2^ 

I00000434 


7.308823P 

7.366S1J7 
7^7969t 


7.308824S 
7'$66Bi69 
7.417965^ 


Î4P.06 


2^0.^ 

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looocto.ji 
100000.61 


7^637255 

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7.4^37*7^ 
7.5051203 
7.54*^^1 


378,iJ 

407^4 
43<^-33 


37«.i« 
4«^af 

43^.33 


100000.72 
100000.83 
106000.^5 


7.5776684 
7.60^8530 
7.6398160 


y.5776715 
7.6098566 
7.6398x01 


4^Mï 
45>4-Ti 
5»3*^ 


4^T-4» 

^ 4^4.Ti 

5*3^0 


zoooox.oa( 

100001.22 

i«»ooï^.37 


7^78445 

7^^1733 
7^1^9966 


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7.6941786^ 

74^9001^ 

7.74H841 

7-7647610 


T81.77 


^81.78 
$^<H«7. 


loooof.fj 
100001.^70 
iooo9i,;87« 


7.74*4775 
7.7647537 
7*785»4»7 


66^.04 
69^.13 


^3^«?^ 

66^.or 
6^8.14 


100002 .OJ 
100002.24 
100002 wf4 


7^0614^8 
7.82^507 

7.8435>33« 


7.8061547 
7.8254604 
7.8435^44^ 


717.ii 
7^^.30 
785.3^ 


727.23 
756.32 
78M1 


100002.65 
100002.86 
100003.08 


7.8616623 

7.8786^53 
7.8950814 


7.8616738 
7.8787077 
7.8950^3^ 


814.48 
843.^7 

872.6f 


814.50,100003.31 

843.60 liooooj.f y 

872.6^1100005.80 


7.9108793 
7.9161190 

,7.9408419 


7.9108^8 
7.9161344 
^7.9408584 



dby Google 



Sinus 

lOOOOOOO 



99999-99 
9^999.9^ 
99999-9^ 



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9P999'9i 
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99999S9 



l 

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T6 
SI 
U 

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11 

50 

48 



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99999-17 
99999-oS 



99999*79 
99999-71 
99999-66 



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Itiftfiic. 



343774^^7 
17188731^ 
U4S9iSS^ 



tS94i6io. 
68754887. 

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4^iio($oo. 
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343774682 
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99795.29 

99793^3 
99791^^6 


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1553398.1 
1546381.4 


1563679.3 . 
1556613.5 

1 54961 1.4 


9.9991101 
9.9991020 
9.99905^38 


11.193257S 
11.1912828 
ii.i85>3i6Ô 




9^7^9.6% 
997^7^79 
99785.89 


1559417.6 
i53»535.8 
1515705.2 

1518934.9 
15 12224.2 

1505571*3 


1541671.1 
1535794.9 
iî28j?78*8 


9.9990856 

9.9990774 
9.9990601 


11.187359J 
11.1854106 
11.18J4706 

Ii4i8i539i 
Iiii796i6i 
iiir7770i6 




99783498 
99782.06 
99780.14 


1512213 a 
1515517.0 
1508889.6 


9.9990608 
9.9990^i1 
9.9990441 




5>9778.2i 
997760.7 
99774^* 


14989784 
1491441.7 
1485961.5 


1502310,3 
1495788.2 
I485?322.6 


9*9990317 
9.9990273 
9.9^90188 


Ii.l7575>54 

1121738974 
II il 720076 


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99m^6 
99770.39 
99768.42 


1479537.1 
I473i67i5> 
1466852.9 


1482^12.8; 
1476558.0 
1470257.6, 


9.9990103 
9.9990017 
9-99^993"^ 


11.17O1259 
II. 168252* 
11,1663866 




^9766*44 
5?9764-#5 
99762.4^ 


1460591.6 

1454383.3 
1448127.5 


1464010.^ 
1457817.1 
145 1676.7 


9-99^9^ 
9.99^1^ 
9*99^9671 


11.1645188 
11^62678^ 
11.1608367 




997Co,^ 
997^^8.42 
997S6.40 


1442113.0 
143606^.6 
1430066*6 


1445585.9 
1439547.1 
14I3558/7 . 


9-99991^ 
9i99^9^96 
9*9989408 


11.1590013 
11.1571755 
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Sinus 

697S'^S 

7035.68 
706X.70 



70^1.71 
71x0.75 
714^.74 



7178.7^ 
7x07.77 
7x3^.78 



7xéf.8o 
7x^4.81 
73x3-^ 



7351.83 
7381.84 
74x0.85 



745i^-8^ 
74^8.87 
745*7.87 



75x6.88 
7f55.8^ 
7584.89 



7613.90 
7642.^ 
7671.90 



7700 .y I 
77Xp.^L 
7758.91 



7787.91 
7816.^1 
7845.91 



Tang. 

6^^x.68 

70x1.^1 
7051.15 
7080.38 



7109.61 
7138-85 
7168.0P 



7197.33 
7XX6.57 
7x55.81 



7x85.05 
7314-30 
7343-5^4 



7371.79 
74OX.03 
7431. x8 



74^.53 

74^9*79 
751^.04 



Secans 

100x44.1^ 

100x46 .X3 
100x48 .x8 
100x50.34 



ioox5x.4i 
100x54.49 
100x56.58 



100x58.68 
100x60.78 
ioox6x.8^ 



100x65.01 
ioc»67.i4' 
ioox6p.x8 



100x71.43 
100x73.58 
100x75.74 



7548.19 
7577.55 
7606.80 



100x77.^1 
roox8o.o^ 
ioox8x!x8, 

100x84.48 
100x86.68 
100x88.8^ 

100x^1. II 
100x^3.34 
100XP5.58 



7636.06 
7665.3X 
7694.5^8 

7713*84 100x97.83 
7753.11 100300.0^ 
778X.37 ioc^ox.36 



78x1.64 100304.64 
7840.^ 100306.^3 
7870.17 ioo^op.xx 



Log.Sin. 

8.8435845 

8.8453874 
8.84718x7 
8.848P707 



8.850751X 
8.85x5x45 
8.8541905 



8.85604^3 
8.8578010 
8.85954^7 



8.861x833 
8.863013^ 
8.8647376 



8.8664545 
8.8681646 
8.86^8éSo 



8.8715646 
8.873x546 
8.8749381 



8.876(^50 
8.878x854 
8.8799493 



8.881606^ 
8.883x581 
8.884^31 



8.8865418 
8.8881743 
8.88^007 



8*8^14x09 
8.85^30351 
8.8^4^433 



LoglTan 

8.8446437 

8.8464554 
8.848x5^7 
8.8500566 

8.851 8461 
8.8536x83 
8.8554034 

8.8571713 
8.858^3x1 

8.860^855^' 

8.86x43x7 
8.86417x5- 
8.865905^ 
8 8676317 
8.86^3 511 
8.8710638 

8.87x76^9^ 

8.8744694 
8.87616x3 

8.8778487 
8.87^x8^ 
^•88ixoxai 

8.88x8694 
8.8845303 
8.8861850 

8.8878334 
8.88^4757 ' 
8.8^1111^ 

8.8^174x0 
8.8^43660 
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57 

15 
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34 
55 

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51 

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Sinus 

PP754'37 
5>y7ri.55 



5»5>748.i* 
5^44.07 



997 ¥'99 
99739.90 
^^37.80 



9973$. 69 
9973l.$7 
9973T^*M 



99719.31 
99717.17 
9971$. o% 



99711.U 
99710.69 
997^^41 



99716.31 
997J^.t3 
9971^.93 



99709.71 
9970fr.$o 
9970S.17 



99703.03 
99700.79 
9969B.$4 



Tang* 

1430066.6 

14*4113^ 
141820^^ 
I4i»3f3^ 



ijp6S4S'9 
1400795 .6 
1391071.9 



Secans 

1417610^ 

1411730^ 
I4ij88y^ 



138^404.5 
1383781.7 
1378206.0 



i4ioo^,& 
14043504 
ij^ri.4 



J39199^.S 

13^7391-3 
i38iSi^«i 



1371673.8 
1367185.6 
1361740*^ 



155^555^-1 
^S 097 9*9 
1345^61.5 



13763 II. 5 
1370837.^ 
1365407.7 



ï36oo20é5 
1354^5.8 
154^73.1 



1340386.7 
i35^»^i*8 
13*^^74 



1324803 .1 
131^8.3 
1314611.7 



130^575.7 
150457^.^ 
1199616JO 



99696.1% 
99é94'Oi 
99691.73 



J194691.4 
118^805,8 
1184^^.7 



118014I.7 

11755^5 «4 
1170610.; 



1344111.8 
13388^1.4 
I333711.6 



1318^71.^ 
1313471.6 
13 18410.6 



1313388.1 
1308404.0 
1503457*^ 



11^8548.6 
1,193676.1 
I18884I.O 



1184041.5 
1179177.9 
JI74S49.S 



LpgéSin. 

9.99^9^^ 

9.99^93^9 
9.99^9130 
9.99%9W 



9^9^90Si 
9.99^961 
9.99^27^ 



^.^88780 
9.99%U%9 
9.99%%S9% 



9.999%fo6 
^.^9884x4 
^.9^88311 



9.999Sil% 
^^88135 
^^988041 



9*99^947 
9'99%7^S3 
9.99^771% 



9*99%7663 
9-99^167 
9.99^7471 



9.99^7371 
9.99^717^ 
9.99^1^^ 



9.99^7094 
9^99^6926 



9.99^790 
9.99^691 
9.99US91 



Log.Tétn. 

11.1113163 

11.1131446 
11^117403 

ll.X45>P454 
11.148113^ 

II.1463717 
11.1445^6 

II. 1418187 
11.141067P 
II.13P314I 

11.1371675 
11.1318175 
il>i340^4l 

11^313683 
11.130648^ 
11.118^56» 

11.1171301 
ii.iilf3o^ 
11.1138377 



11.1111I13 
iiaio47i4 
11.1187^78 



11.1171306 
iiail46i?7 
11*1138150 

11.1111666 
II.II01143 
11.1088881 



XI.107158O 

11.1016340I 

11.10401581 



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33 

34 
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37 
38 

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40 

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43 
44 
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47 
48 

49 


4 Grad. 


Sinus 


Tang. 


Secans 


■ 


Log.Sin. 


LogTém 


7870.17 


100309.22 


8.8946433 


8.8919842 


7874.i>i 
7i>03.9l 

75»3».5^ 


789^-w 
79*8.71 

75^7.5>8 


100311.52 
100313.83 
100316.15 


8.8962455 
8.8978418 
8.89943»» 


Z.%9719€l 
%.%99^%6 
8.9008030 


7961.90 
8019.89 


7987.26 
8016.53 
8045.81 


100318^8 
100320.81 
100323^5 


8.9010168 

8.90259f5 
8.904168; 


8.9023977 
8.9039866 

^'9oSS697 


8048.89 
8077.88 
8106.87 


8075X)9 
8104.37 
8133.^1 


100325.50 
100327.86 
^100330.23 


8.90573^8 
8.9072971 
8.908*35 


8.907147» 
8.9087190 
8.9102853 


813^87 
8164.86 
8193.81 


8162.^ 
8192^1 
8221.50 


100332.61 
100335.00 
100337.40 


8.9104039 8.9118460 
8.^11948718-9134012 
8.9134881 8.914950^ 


8222.84 
8251.83 
8280.82 


8250.78 
8309.36 


100339.80 
100342.21 
100344.^3 


^.9150219 
8.9165504 
8.9180734 


8.916495» 
8.9180340 

9.919s 67S 


8309.81 
8338.80 
8367.78 


8338.65 
8367.94 
8397^3 


100347,06 
100349,50 
100351.95 


8.9195911 
8.921 1034 
8.9226105 


8.9»i0957 
8.922'6i86 
8.9241363 

8.9256487 
8.9271560 
8.9286581 


8396.77 
' 8425.76 

8454.74 

8485.73 
8512.71 
%54^.69 


8426.53 
8455.83 
8485.12 


100354.41 
120356.87 

100359.34 


8.9»4ii»3 
8.9»5^89 
8.9»7ioo3 


S 4 


8514.4» 
8543.7» 
8573.0» 


100361.82 
100364.31 
100366.81 


8.9»85866 
8.9300678 
8.9311439 


8.9301552 
8.9316471 
8.9331340 


SS 
56 

57 

58 
59 


8570.67 
%'i99.66 
8628.64 


8602.33 
8631.63 
8660.94 


100369.32 
100371.84 
100374.36 


8.933015^0 
8.9344811 
8.93194»» 


Ç.9346160 
8.9360929 
8.937I650 

8.9390321 

8.9404944 
8.941 9118 


8657.^1 
8686.60 

,8715.^7 


8690.25 
^71946 
8748-87 


100376.89 

100379.43 
100381.98 


8.9^73983 
8.93 8?49^ 
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16 

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II 

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9 

7 
6 

7 

4 

2 

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85 Grad. | 


Sinus 


Tang. 

1270620.5 


Secans 


Lûg.Sw. 


LogJTéin. 


9P691.73 


1274549.5 


9'99US9i 


11.1040158 


99689.44 
99687.15 
95^^84.85 


I2659i*.jr 
1 261 23 9.0 

12^6599.7 


1269856.0 

1265197.1 
1260572.4 


9.9986492 
9.9986^92 
9.9986292 


11.1024037 
11.1007974 
11.0991970 


9P682.Î4 
99680.22 

^9677.8i> 


1251994.* 
«247422.1 
1242883.1 

1238376.8 
1233902.8 

1229460.8 


1255981.5 
1251424,0 
1*46899.5 


9.9986191 
9.9986090 
9.9985988 

9.998588!$ 

9.9985784 
9.9985682 


11.0976023 
11.0960134 
11.0944303 


99^S*S$ 
99673.^0 
9P670.85 


1242407*8 

1*379484 
1233521.0 


11.0928528 
11.091*810 
11.0897147 


9966849 
99666.12 
9^63.74 

99^6i.3f 
99658.9^ 
^6S6.SS 


11225050.6 

1 220671 .6 
1216323.6 


1229125.2 
1224760.8 
1220427.4 


9'999S$79 
9.9985475^ 
9.998537* 


11.0881540 
11.0865988 
11.0850491 


1212006.2 1216124.6 
1207719.2' 1211852.2^ 
1203462.2 1207609.8 


9.9985268:11^35048 
9.9985163! 11.0819660 
9-9985058 11.0804325 


99614-^ 
99^51.7* 
99649'Z9 


1199134.9 
^195037.0 
1190868.2 

I186728.2 
I182616.7 

"78533-3 


1203397.0 

Ii99»i3^7 
iW059.f 


9.9984953 
9.9984848 

9.998474* 


10.0789043 
11.0773814 
".0758637 


99646.9^ 
99644.40 
99641.94 

9963948 
99637.01 
96634.53 


ï 19093 4.0 
1186 837.0 
II 82768.3 


9.9984636 

9.99845*9 

19.99844*2 

f. 

■9.99843 If 
'9.9984*07 

! 9.9984099 

9.9983990 
9.9983881 
9.998377* 
.9.99836^3 
9.99835^53 
9.998344* 


11.0743513 
11.0728440 
11.0713419 


Ï174477.9 
1 170450.0 
1166449.5 


1178727.4 
H74714.Ï 
11707*8.1 

1166769.3 
1162837.* 
1158931.6 

1155052*3 
115 1199.0 

X147371.3 


11.0698446 
11.068352)^ 
11.0668660 


99632.04 

99629.54 
99627.03 


1162476.1 

II585294 
1154609.3 


11.0653840 
11.0639071 
11.0624350 


99^M.y* 
99622.00 

9961947 


11507154 
I 146847.4 
[I143005.2 


11.0609679 

1I.059T056 
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Sinus 


Tang. 


Secans 




lê£.Sifi. 


Lûg.Tan 


87ij'.r7 

8744-5^f 
8773-T3 
9B01.S1 

883 m8 
^Z6o^ 

8918^0 
85^47.38 
^976.3S 

9ooS,^i 
9034*19 
9o6s^6 


8748.87 


1003 $1.98 


8.940x960 


8.94W18 


8778.18 
880749 
Ô8j6,8l 

88^.11 
889jr44 
8^4.7^ 


100384.^4 
1003 87.11 

100389.69 


8.9417376 

8.9431743 
8.9446063 


8,9434044 
8.9448^*3 
8.94^2954 


100391^8 
1003P4.87 
100397.47 


8.946033T 
8.9474161 
8.9488739 


8.9477338 
8.9491676 

9*9S0$967 


89f4^8 
8P834I 
9011.73 


100400.08 
ïoo40t,7o 
10040^.33 


8.^0x871 

8.9n69f7 
8,9^30996 


8.9f 20x11 
8.9f344io 
8.9^48564 


9o^iJ>6 
i?07i.38 
^100.71 


100407.97 
100410.61 
100413. x6 


8.9f 44991 
8.95'f8940 
8.9^72843 

8.9^86703 
8.96oo5rr7 
8.9614288 


8.9î6267«i 
8.9f7673f 
8,9f907f4 


9<>9i*i3 
piii.ip 
9ïfo.x6 

9179.^3 
9109.09 
9i37'06 
9166.01 
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93^3'9S 


9130.04 
9i5'9.j8 
pi 88,71 


ioo4if.9x 
1004x8.^9 
X604XI.17 


8,96047x8 
8^6i86fp 
8.963xf4f 


9x18,04 
9247.38 

9^76^7^ 


X0O4X3.96 
1004x1.66 
1004x9.37 


8.96x8014 
8.9641697 
8.96Tf337 


8.964638» 
8,9660188 
8-9673944 


93à6.06 
933f'40 
93^4.74 


X0043X.08 
100434.80 
ioo437.jf3 


8.9668934 
8.9682487 
9^69S999 

8.9709468 
8,(97*289f 
8.9736x80 


8.9687658 

8,97oi33<* 
8.97I49f5? 


93^^-91 

^381.87. 
P4«>.83 


9394-09 
94^3-44 
94^^.78 


100440.X7 
500443 .ox 
Ao44f.78 


8.9728^47 
8.974*091 
8.97fff97 


9439*79 
946^7$ 
9497 *7t 


9481.13 
9^x1,48 

9^40.84 


100448.5:^ 
Iô04fi,33 
X004f4.11 


8.97^*4 
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8,9776188 1 


8.9769060 
8^8x483 
8.979f86f 


9116M 
9^1i*6i 
5»f84.f8 


9^70.19 

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9^*8.90 


Xô04f6.90 
ï604f9.7O 
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Sinus 


Tang. 


Secans 


Leg.Sin. 


LogTém. 


9^61^.47 


1143001.2 


1147371-3 


9.998344* 


11.0180481 


5>^l6.93 

5^5^614.38 
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9-99^333^ 
9.9P831Î0 
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11.0161916 
11.0111477 
11.0137046 


9^604." 


11*7888.1 
1114171.1 
1 110478.0 


1131311.9 
1118610.1 
1114931.6 


9.9981997 
9.9981881 

9.9981771 

9.9981660 
9.9981146 
9.9981433 


11.0111661 
11.0108314 
11.0494033 


pp6oi.fi 
99^9^*9z 
^99^96.%! 


Iii68b8.p 
1115163.I 
1105541.6 


m 1177.0 
1117646.il 
1114038.9 


\14:>1(J97^9 
11.0461190 
ii.04lii^6 


99$9l^9 
99$9l.07 
99SSS.44 


1101943 -x 
1101367.6 
io5>88il.o 


11104I4.9 
1106894.0 
1 1033 16.0 

1099840.6 

1096347^ 
1091876.8 


9.9981318 
9.9981104 
9.9981089 


11.0437318 
11.0413161 
11.0409246 


99S^S'^ 
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99S9oj^9 


1091181 .0 
I09i777.f 
io88i9X<i 


9.9981974 
9.9981819 

9.9981743 


11.0391171 
11.0381541 
11.03674^1 


99S77.h, 
99l71i.lS 
99$7i^ 


1084818.8 
1081387.1 
T077P67.3 


10894x8.1 
to86ooi.i 
1081191.7 


9.9981616 
9.9981I10 
9.9981393 


11.0313611 
11.0339811 
11.0316016 


99S69.79 
99^67.0% 
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1074168.7 
1071191.3 
10^7834^ 


107911Ï.7 
1071848.8 
1071107.0 


9.998117I 
9.99811I81 
9.9981040 


11.031134X 
11.0198670 
11,0181041 


99^^1-6^ 
991S9.9% 
99SS6A9 


1064499.1 
1061184.1 
iol7889»l 


1069181.9 
1061881.4 
106x601.4 


9.9980911 

9.9980801' 
9.9980683 


11.0171413 
iï.oil79©8 
11.01444»? 


99S13^1 
99SS0.70 
99S^7'94 


101461I.1 
101 1360.7 
1048116.1 

1044911.1 
1041711.8 
1038139.7 


Iol934^f 
I016I01.7 
I011881.7 


9.9980163 11.0130940 
9.9980443111.0117117 
9.9^80313:11.0104131 


99S4S'^7 
99$^-^ 
991S9.61 


1049681.4 
I046104.6 
1043343 .0 


9.9980Î01' 

9.9980081 
9.9979960 


11/5190794 
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11.016415^ 



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5>7i9,34l 5»77f.7i 

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9787.14 
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9911 .T7 



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99? 1.97 9931.33 



99^*91 10010.71 

9989.^6 10040^9 

10018.81 iooép.47 



10047.7T 
10076. -69 
ioioîr.63 

10134.^7 

ioi(<3.5ro 
ioi9x.4f 



102x1.38 
ioi5ro.3i 

I0^79.iy 

I0308.IP 
10337,11 
10366.05' 



103 94*99 I04fi.6o 
10423.^1 10481.01 



10098 .8f 
101x8.2,4 

101^7.^3 



10187.02" 
10^16.41 
iot4f.8o 



IOl7f,20 

10304.60 
ic^34.oo 



10363.40 
10391.80 
10412.20 



Grad. 



Secans 

ioo462.5ri 



10046^.33 
100468.16 
100470.5^9 



10O473.83 
100476.68 
ioo47P.f4 



100482.41 
10048^.29 
100488.18 



100491.08 

100493.99 
100495.^0 



1004^^.82 
100^02.75- 
loofof .69 



100^08.64 
ioo5'ii.6o 
100^14.5:7 



1005-17.^4 
1005:23.^1 



100^26.5:1 
ioofi9.f2 
1005:32.^4 



I•p53^f7 

1005:38.60 
iOQ5'4i*64 



100^44.69 

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I04f2.8f 10510,42 îioofjo.81 



JLûg.Sifit 

8.9815729 



8.9828829 8~ 
8.9841889 8 
8.98549^0 8 

8.986785^1 ^ 
8.9880834 8. 
8.9893737 8. 
8^906602 8 
8.9919419 8 
8.9932217 8 



8.9944968 
8.995^7^81 
8.9970356 



8.9982994 
8.9995595 
9.0008160 



9.0020687" 
9.0033179 
9.0045634 



9.0058053 
9.0070436 
9.Ô082784 



9.0095096 

9.0107374 
9.011961^ 

9.0131823 
9.Ô143996 
9.0156135 



^'9^31769 

I.9848991 
1.9862173 

Î.98753I7 



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1.9917503 
1.99404^4 
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8.9979081 
8.999r88j 



9.0004647 
9,ooi737f 
9.0030066 

9.004271,1 

9.0055540 
9.0067924 



9.0080471 
9.0091984 

9. 01 05 461 



9.01 17903 
9.01303 10 
j^.0142682 



9.0155021 
9.0167315 
9.0I79T94 



9.0168239 
9.0180309 
9.0192346 



19.0191831 
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Î-O 

i8 

17 
16 

IT 

14 
ï3 

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II 

7 

4 
2 

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84 Grad. 



Sinus 

99l39'6z 

99S36.2S 
9913^-03 
99S3^'^^ 



991^9.^ 
99n$.$7 
P^ 21.74 



99S^9-90 

99Si7>oS 
^514-19 



9Pfii.3i 
99So9^ 
99^of.ss 



99SOZ.66 
99^99-76 
99496.%S 



99^93.93 
P949I.OO 
5^^488.06 



99{fiS.i% 
99A%z.i7 
99^79'Zi 



99^7é.z^ 
99^73*^^ 
99^70^7 



99^7^^^^ 
99^6^,z% 
99^1.17 



5>5>4T8.25r 
5>P4Tr.22 
Pl9^4l"8 



Tang. 

103^^39.7 

103S3H.7 
1032244.7 

102^1 2f.f 



IO26024.P 



Secans 

1043343-0 

1040200,7 
1037077.2 

io3397%.6 



1030886.6 



10^2^42 .S 102781P.0 
101P878.5? 102^769^ 



1016853.2! 1021738.J 
1013 805' .4' 101872J.4 
10107^ u^' 1015730.0 

1007803.1 1 01 275 2.2 

1004828.3 I0097P2.0 

1001870.8 1006849.1 



99S930.S0 
9i?6oo7.24 
5>^3 100.88 



99ozii,z$ 
5^87338.23 
P84481.66 



981641.40 
978817.32 
97^009.^7 



970440.75. 
9^7^80,00 



P^4i^4-75' 
962204. 



IQ03923.4 
10Q1014.7 
998122.91 



995247.87 
991389.43 
9^9U7'^ 



986721.7^ 
983912.27 
981118.80 



978541.24 
5>75579H-4 
971833.27 



970102.60 
967387.30 



959490.22 '9^4^^87.24 



95^790,68 
954106.13 
9Si^36.^S 



962002.29 

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9S6677M 



9.997996 

9.9979838 
9.9979716 

9.9979S93 



9.9979470 
9.9979347 
9.9979125 



9.9979099 
9.997^971 
9.9978850 



9.99787IÎ 
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9.997^m 



9-997^47 

9.9978220 

9*997^93 

9-9977966 
9.9977838 
9^977710 



9-9977S^z 
9*99774St 
9.9977313 



9.9977194 
9.9977064 

9.9976933 



9.997^803 
9.997667Z 
9.997^540 



9.997640% 
9.9976Z76 
9.9976143 

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11.0151009 
1J.Q137827 
11^0124683 

11.0111579 
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11.0072497 

ii.oot954^ 
11,0046655 

11.0055757 
II. 00209 18 
II. 00081 17 

10,9995353 
10,99826:25 

10.9969934 

10.9957179 
10.9944660 
10.9932076 

10.9919519 
10.9907016 
10.9894539 
10.9882097 
10.9869690 
10.9857318 

10.9844979 
10.9832675 
10.9820406 

10.9808169 
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I04|z\«5r 



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0^97.48 
06x^.41 



05^^.33 
0684.1 f 
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o8i8.8jr 

08^7.77 
0886.6P 



opif.éo 
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OP73-45 



1001.34 
1031.15 
ioéa.17 



io8p.o8 
1117-99 
1145.89 



ii7f.8o 
1104.71 
1133.51 



Ii5i.5i 
ii^Mi 
1310^1 



Tang. 



lof 10.41 



10^39.83 
iof^p.i4 
rof98.5^ 



Z0618.08 
iô5f7«fo 
I0586.91 



1071^.34 
i074f-7^ 
1077s A9 



10804.51 
10834.0^ 
10853.48 



10891.91 
10911.34 
109^1.78 

10981.11 
IIOI0.55 
1 1040.10 



iio59«f4 
11098.99 
11118.44 



Iii'f7.8i? 
11187.I4 
11115.79 



Ili45.if 
Ui7S*n 
Ii3<5f«ï7 



11334.(^3 
11354-09 
11393.^^ 



Secans 



iooffo.8i 



iooff3,90 
100$ se. 99 
ioof5o.o9 



ioof53^.i6 
100^55.31 
100^^9.43 



toof7i.f5 
iopf7f.70 
iooT78.8f 



ioo^8i.oi 
iooy8f.i8 
i<x>f88.3f 



ioof9i.f3 
ioor94-7» 
loof 97-91 



ioo5oi«i3 
100504.31 
ioo5o7.f8 



IOO610.81 
ioo5x4.of 
100617.30 



ioo5io.l5 
100513.83 
100517. Il 



106530.40 
100533.70 

100537.01 



100540.31 
100543.^4 
100645.^7 



Log.Sin. 



9.0191346 



9.0104348 
9.0116318 
9.01181^4 



9.014013:7 
9.oifioi7 
9.0163861 



9.0171669 
9.0187441 
9.0199181 



9.03 10890 
9iO}izs67 
9.0334111 



9.0345811 
9.0317407 
9.0368918 



9.0380477 
9.0191966 
9.0403414 



9.0414811 
9.0416149 
'p.0437617 



9.0448914 
9.04<oi5i 
9.0471138 



9^0481786 
9.0494001 
P.0I01194 



9.0116314 
9.0117481 
P.0138188 



Log.Tan 

9.0116102 

9.0118338 
9.0140441 
9.0111110 

9.0164148 
P.017611Î 
p,oi88li4 

9.0300464 
9.0311373 
9.031414g 

9.OJ36093 
P.0347905 
9.0319688 

9.0371439 
9.0383119 
9.0394848 

9.0406106 
9.0418134 
9.041973 Jc 

^.044119^ 
9/>4li8}é 
y.0454343 

p.0471811 
9.0487170 
9.049868^ 

9,0110078 
9.011143P 
9^SS^77i 
9.0144074 
9.0111349 
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47 
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41 
40 

35> 

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57 

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54 
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5* 
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30 



83 Grad 



Sinus 

^4y».i8 

^44^.0^ 
^^445-03 



99^39-96 
9943^ M 
99433*79 



9943^.69 
994^7^S9 
994»4*4S 



994^1.3^ 
^5^418.13 
994^S>09 



994^1.94 
99^9.79 
994^S'6s 



99401.^6 
99399*^^ 
99396^9 



99391.8P 
993^9.69 
993^.4^ 



993^3'^^ 
993^*03 
99376.79 



99373*S4 
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99367 '01 



99363.7s 
99360^7 
993S7*i9 



Tang> 
9U436AS 

9^^1.49 
94S141.16 

943S^S'3^ 



^40^3,84 
P3 83 06.63 
P3l7»3«5^y 



933^U*lo 

930^99.36 
^80^8.01 



9if53o-3î 
^13016.27 
i>2ofif.64 



^18018.38 

9iSSU'36 
9^3093^^ 



91064S.64 
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90^788.67 



^3379.33 
i?oop8»,6i 
8^8f^8.43 



8p6zi6.68 
893867^6 
8>ifio.o8 



889i8r.of 
88686:ix)6 
884^^1.03 



88i2fi.86 
^79964.46 
877688.74 



Secsins 

9S6677M 

5^4036.86 
^^1411.10 

P4875>p.84 



946201.^6 
P43610.33 
^41051.84 



5^384^7.38 
P3^5>f6.82 
î?33430-o6 



930916.99 
9iÎ4i7'49 
9^S93^'4S 



i>i34f8.77 
920999^3^ 
9i9$S3'OS 



916119.90 

913699.49 
911191.00 



90%S97.i^ 
9o6Sif,ii 
904HS'S3 



P01788.37 
89^443 -^4 
8p7iio.9f 



^94790.$! 
8^1482.1 1 
8^l8f.é7 



887901 .op 
88iré28.28 
^367.11 



Lp£.Sin. 

9*9976143 

9»9976oii 
9'997S^7 
9.9971743 



9'997S6t9 
9'997U7S 
9-9975340 



9'997S^oS 
9.997S069 
9-9974933 



9-9974797 
9.9974660 

9.9974S^3 



9*99743^ 
9.9974^4^ 
9.9974110 



9*9973971 
9-9973^33 
9.9973693 



9.9973SS4 
9.9973414 
9.9973^73 



9*9973^3^ 
9.997^991 
9.997^9So 



9.997^70% 
9*997^166 
9.997^4^3 



9.997^^^ 
9.997^^37 
9*9971993 



10.97^79% 

10.9771661 

10.97S9SS9 
10.97^7^90 

io.973S4S^ 
10.P723448 
10.P711476 

10.9699s 36 
10. p6 87627 
10^75:7^1 

10.966^907 
10.96^2094 
10.9640312 

10.9628^61 
10.9616841 
10.960^1^2 

io.9f934^ 
10.9^81866 

10.9S70169 
10.9^518701 

10,9547164 
10-9S3S6S7 

10.9S14179 
10.9^12730 
10.9501311 

10.948991^ 
10.9478561 
10.9467229 

io.94SS9^6 
10.9444651 
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37 
38 

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40 
41 

41 

43 
44 
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46 
47 

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f4 

S7 
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60' 



tf Grad. 



Sinus 

Il^lO.ji 

11^407*01 



1143^-5^ 
11464.81 

"45>3'7i 
11511.61 

11^80.40 

11638.18 
11667.07 



Ii7i4.8f 
Ii7f3'74 



11781,63 
iiSii.yi 
11840*40 

11865^.18 
Ii8p8.i6 
11PÎ7.04 



Tang. 

1413.03 
14^1.^0 
1481.P7 



1J11.44 

«3^40.^1 

1S70.39 

IS99'^7 
1619.$$ 
163:8.83 



IWf.93 
11^84^1 
11013,68' 

11041.5' 6 
I107i,44 
11100,31 

IZÏZ9A9 
1*1 V 8.06 
i>i 86.^3 I 



1688.31 
1717.80 
I747.1P 

I7r<5*78 
1806.18 
183^.78 



I8.6^lîJ 
18^.78 

1^14.18 



IPÎ3-78 
1^83.18 
iou.75> 



1041,30 
1071.81 
1101,31 



1130.84 
1166.36 
li8p.88 

iiJ^.40 
114<^.P3 
1178,46 



Secans 

00646,97 
006^0.31 

0065:3 .«6 
00657.01 



00660.39 
00663,77 
00667.15: 



00670.54 
00673.94 
00677.3J 



00680.77 
00684,10 
00687.64 



00691.08 
00694.53 
00697.PP 



00701.46 

00704.94 
00708.43 



00711.93 

0071^,44 
007Ï8.96 



0071^,48 
00716.01 
00719.^5 



00733.10 
00736.66 
00740.13 



00743.81 
00747.40 
00750.99 



Log.Sin. 

9^0538588 

9.0549^1 
9.0^60706 

9.0^717*3 
>.o5:8i7ii 

9'0$9$^7^ 
9^)604604 



9.061SS09 
9.0616386 

9.0637*35' 

9.064805:7 
9.0658851 
9 •0669619 



9.0680360 
9.0691074 
9.07017^1 



9.071 1411 

9/57»3«>5î 
9.0733^^3 



9.0744144 
9*07^^799 

9.07653*9 



9-077^831 
9.0786310 
9.0796761 



9.0807189 
9.08175PO 
^*oSz7966 



9.0838317 
9.0848643 
9.0858945 



9^$66S91 

9.0577813 
9.0589001 
9.0600164 

9.061 1197 
9.0611403 
9.0633481 

9.0644533 
9^o6ni5^ 

9.0666553 

- - . - I 

9.067751* 
9.0688465 
9.0699381 

9.0710170 
9.0711133 
9.07^1969 

9.074177P 
9^$lf6i 
9.07^43*1 

P.O770Î3 
9.07857<^ 
9.0796^1 

9.0807096 
9.0817716 
9.0818331 

9.0838911 
9.08494^6 
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9.0870501 
9.0880981 
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10 

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8 
7 

4 

2 
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^ 83 Grad. \ 


Sinus 


Tang. 

877^88.74 


Sccans 


LogéSin. 


Log.Tan. 


5^^3^7-18 


883367.15 


] 9-997^993 

\r'997iM9 
9.9^1704 
9'991lSS9 


10.9433405 


993SSM 
993So.S^ 
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87J424.61 
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868700.88 
8é:6482.23 
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881117.61. 
878879.57 
87^652.^5 


10.9422187 
10.9410998 
10.9395^836 


99343^91 
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874437-^6 
^2233.61 
870040.71 


9*997MH 
9.95^71268 
9*997^1^% 


10.9388703 

io*5>377557 
10.93^66518 


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862078.33 
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15^7718.38 


867858.89 
865688.05 
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9*997^976 
9.9^70829 
9-99706%% 


10.93554^7 
10.9344444 
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5>^i3-«3 
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8îr340i,7» 
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861379.01 
859240.65 
957112.95 


9-9970S3S 
9.9P70387 
9.9P70239 


10.9322478 
10.931 153 J 
10.9300619 


99$^*66 
993^o.iS 
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845H27.72 
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854i>5>5.84 
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9'9970O9O 
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10,9289730 
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10.9257221 
10.9246437 
10.923567^ 


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83^Tyr.3^ 
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842511.05 
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9*9969191 
9*99690^ 
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10.9224947 
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10.9203559 


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9.9^68736 
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10.9192904 
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99^7^'^3 
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P^26f.2l 


824344.85 
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820352.39 


830388.12 
828401.71 
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9.5^5^8278 
9.996%ii$ 
9*9967971 


10^9161089 
10.9150534 
10.9140004 


99%6i.69 
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818370.41 
816397-86 
814434.^4 


824457.48 
822499.52 
820550.90 


9.9^67817 
9.9967661 
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22 

»3 
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28 
29 



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121 86.^3 



I221f.8l 
I2244.é8 
12273 .fî 

12302^1 
12331.28 
12360.1^ 



1138^.01 
12417.88 
1244^.74 



l247f.éo 
I2f04.4é 

^I2fé2.l8 
I2fpl^4 
I2él^.po 



12^48.7^ 
12677.61 
12706.46 

i*73f-3ï 
12764.16 

I27P3/>i 



12821.86 
128^0.71 
I2875>.J6 



12^8.41 

I2P37.2f 
JI966JO9 



I2994-P4 
13023.78 

1^0^2.62 



7 GracL 



Tang, [ Sccans 
2278^6 j 1007^0.^^ 

»3<^-^ 
»337.Ji 
2367-of 



1396.$^ 
2426.12 



2481.20 
»li4-74 
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»f73-«4 
2603.3^ 
2631.^4 



2662.4^ 
26^2.of 

2721.61 



27jri.i7 
2780.73 

2810.2^ 



283^.86 

i8^5>.43 

28^.00 

»9i8.f7 
15«7.73 



3017.31 
3046.8^ 
307648 



3106.07 
313^.66 
3i^.*y 



oo7$4'S9 
007 J 8.20 
00761.82 



0076^41 
00769J09 
00772.74 



00776.3^ 
00780.0^ 
00783.7» 



0078740 
007^1.09 
00794-79 



007^8.5:0 
00802.22 
:oo8oî.^ 



oo8^p.6^ 

00813.43 
00817.18 



00820.P4 
00824.71 
00828.4P 



00832.28 
00836.07 
0083^.88 



00843.70 
00847.^2 
00811.31 



00815 *ip 
0081^.04 
00862.^ 



LogiSin. 



^.08185^41 



^.086^221 



Leg.Tan 



^.0891438 



9.0^0186^ 



p.0879473 1 9^9^ri'n 
9/A'è97<^ . 9^9tz66o 



9^^9990$] 9^o9SS<?^o 
p.o^ioo82|p/>^43311 
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9.0940474 
9'09SoSS6 

9-0966611 
9.0970611 
9.0980662 



9.099061 I 
9.1000616 
9.1010118 



9.1020477 

9.i03c^73 
9.1040246 



9.10I0096 
9Jol9^M 
9.10697^9 



9.T079I" 
9.1089x7» 
9.1099Ô10 



9.1 108726 
9.I118420 
9.I128092 



9.1 13 774» 
9.1147370 
9.11I6977 



P.0963911 
9.097^19 
9.0984460 



9.0994678 
9.1004872 
9.I01I044 



9.102119» 
9.1031317 
9.104I429 



9.1011100 
9.1061117 
9.107II91 



9.1081604 

9.I091194 
9.110116» 



9^1111108 
9.ll»l43l 
^•"3T333 



9.ii4f»i3 
9.1111072 
9.1164909 



9.1 174724 
9.1184I18 
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g. 






Si.Grad. 




6Ô 

Si 


Sinus 


Tang. 


Secans 


Log.Sm. 


Lcg.Tan. 


99^S4•^^ 


814434^4 


820550.^ 


. 9-9967S07 


10.^108562 


9^47.yi 
^5>*43-^4 


811480.71 
2io$3S.99 
808^00.41 


8i86fi.57 
81668145 
814760.48 


9.99673S1 
9*9967196 
9.9967040 


\o.909%i3\ 
X0.9o%77t$ 
10.P077340 


99t^^6 
^»3^.78 

9^33-1^ 


^673.94 
804716.47 
801847.^6 


812848.60 

810^4^.73 
80^51.82 


9*9966^Î4 

9*9966717 
9.9966S70 


io.5>o665>8o 
io.5K>56645 
10.^04633} 


99^%9*S9 
99^%S.9^ 
99^^^>^6 


«o<^48-3î 

7990S7'S6 

79717S.SS 


807166.81 
8052^0.62 
803423^1 


y.^66412 
9.9966114 
9.9966096 


10..Q036045 
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io.5>oi5540 


IfO 

48 


^^18.74 
99^11^7 


79S30%.%4 
7^3437-58 
7^i58i.fi 


801564.50 
7^^714.45 
7^872.5>8 


9*9961937 
9.996177^ 
9.9961619 


10.^05322 
10.8^55128 
10.8^84^56 


41 
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31 

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99104.16 
99100.49 


7^9733*96 
7878P4.85> 
786064.13 


7^6040.03 

75>4"î-^^ 
791399.10 


9*9961419 
9*9961199 
9*996113% 


10.8574808^^ 
io.85>64683 
ro.8554580 


99196.^1 
99193*1$ 
991^9.4^ 


784141.^1 
7814x7.^0 
7806x2.12 


790591-79 
7887^2.38 
787001.20 


9*9964977 
9.9964^16 
9.99646IS 


io.8544foo 

10.8534443 
io.P5i4405^ 


99i^S'74 
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9917^.31 


778824.53 
77703S^é 
77liS3.e6 


785218.21 

783443-3^ 
781676.56 


9-9964493 
99964^3^ 
9.9964167 


io.8î?i435^ 
io,55?044c6 
ip.8?54438 


99174-19 
99170M 
99167.1% 


773480.28 
771714-86 
769957*31 


77^^17.78 
778166.^7 
776424.06 


9-9964004 
9.9963^41 
9-9963677 


10.888445:^ 

io.8874y^i> 
10.8864667 


99163.37 
99JS9.6Î 
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768207.6^ 
766465.84 
764731.74 


774685^.01 
771961-76 
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9-9963113 
9-996334% 
9*9963113 


10.8854787 
10.8844528 
10.8835051 


^148^8 
99144^49 


763005.33 
761*86.57 
7f^7r.4ï 


765^530.47 
767826.31 
76612^.76 


9*996301% 
9-996i%1i 
9*996l6î6 


10.8825276 
10.S815482 
10.8805705 



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31 
3» 
33 

34 
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37 
38 
3f 

40 
41 
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43 
44 

46 
47 
48 

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13 
T4 

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^7 

r9 
60 



Sinus 

•^ r«- 

13081.46 
13110.30 
^3^35^>^3 

1^167.97 
131P6.81 
13125.64 



Tang> 

131^5.25 

131^4.84 
13214^4 
13254.04 



ia*M-47 
13283.^0 

I33^^'^3 
i3340.i>6 
iné9.79 
133^8.62 

13427.44 
134^6.^7 
13485 .05> 



^Ul*92. 
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1357M6 

13 600*38 
1362^.1^ 
13658.01 



13686.83 
13715.64 
13744.45 



13773 •*7 
13802.08 
13830.8^ 



13855^*70 
13888.50 

13^17.31 



13 2 83 ..64 
13313.24 

^334^'^y 

i337i.4<5 
13402.07 
13431.68 



13461.2^ 
11^90.91 
13520.53 



13550.15 
13179-77 
1360^.40 



i3635>.03 
1^662.66 
i$69^.%9 



13717.5^3 
I37f7-T7 
13787.ii 



13816485 
13846^50 
13876.15 



13^05*80 

i3^3M5 
13965*10 



I3^^4.76< 
14024.42 
14054.08 



7 Grad. 



Sccans . 

100862.^ 

100866.77 
100870.65 
100^74.53 



10087842 
J00882.32 
100886.23 



1008^.15 

ioo8^4/)8 
1008^8.02 



100^1,97 
ioo5>o5.92 
100^9.88 



I00P13.85 
100^17*83 
100^1.82 



160925.82 
100929.83 
100933.85 



100937*88 
100941.9V 
100945.96 



ioo95o/>i 

100954.07 
100958.14 



100^2 «22 
100966*31 
100970.41 



100974.5* 
100978*64 
100982.76 



9.11S6977 

9Ai66$6z 
9.1 1761 25 
9.1 185667 



9.1195188 
9.1204688 
9.1 2141 67 



9.1223624 
94233061 

9.1242477 



9.1*51872 
9.1161246 
9.1270600 



9.117993^ 
9.1289147 
5^-129853^ 



9.1307812 
9.1317064 
9.1326297 



5^.1335509 
9.1344702 
P*i353875 



9.1363028 
9.137*161 
9.1381275 



9.13^70 

^.135^5^445 
9.1408501 



5^-1417537 
9-14*6555 
P.1435553 



9*119^91 

9.1204043 
9.1213773 
9.1213482 

9.1233171 
9.1242839 
9.125248^ 



9^1^621 12 
9.127171S 
9.128130} 

9.119086^ 
9.1300413 
9^3^9937 

9.131944* 
9.13189*^ 
9.133^91 

5'.i347835 
9.1357*60 
9.136666J 

9.137^51 
9.1385417- 
9.13947^4 

^.1404092 
94413400 
9.1411689 

9.1431^^ 
9.1441110 

9.145044* 

5^.1459655 
9.146885a 
9^1478025 I 



dby Google 



f' 

E 

19 

24 



81 Grad. 



Sinus 



991^0,69 
99136M 
991^3'^ 



99i^9*2.3 
99l^S^39 
99l^l•SS 



^3 99117*70 
U 15^^113 .84 



^o\ 9 9106 JQ9 
l^\9909^.ix 



17^9909^^ 
16 \ 99090,$ I 
IS\99096.S9 



H^.99o2%.66 

U 99074'7^ 

II 

10 

9 

1 

7 



Tang, 

7W7J.4» 



7S7^7i'79 
75617S.67 
7S^26.99 



751805.71 
751131.78 
745^4^5.14 



747^^ '7é 
74^155-57 
744508.55 



74x870.64 
741139.78 
735^^1 5. 5>5 



737999^09 
7363^9.16 
73478éî.io 



Sccans 

766119*76 



764440-71 
76*759.23 
761085.16 



7^9418.4^ 

7S77S9'i6 
756107.13 



754462.36 
752824.78 
7511^4-37 



749571-06 
747974.82 
746J45.60 



99070.83 
99o66.%7 
9P062.90 



99058.92 
^W4-5>3 
990S0.94 



990^6.94 
99041.93 
9903^.91 



99034.88 
99030.84 
990^6.20 



733189.89 
731600.47 
730017.80 



744743-35 
743148.03 
74ï5f9.55> 



739977-92 
738403.18 
736835.12 



728441.84 
726872.75 
715309.87 



723753-78 
722204.22 
720661.16 



719124.56 
7175^4-37 
716070.56 



714553.08 
713041.90 
711536.97 



735273-77 
7337i5>.o9 
7^2171.02 



730629.54 
729094.60 
7t7S66.i6 



726044.17 
724528.59 
723019.4^^ 



721516.53 
720019.96 
7î2$i9.6S 



9*996x626 



9*99^%Si9 
9.9962351 
9.^962185 



9.9962017 
9.9^61849 
9.9^61681 



9.P^6l5i2 
P-i>p6i343 
9.95<6ii74 



9.9P61O04 
9*9960234 
9*9960663 



9-9960491 
9.9P60321 
9.9^60149 



9*99^9977 
9>99$92o4 
9.99s 9631 



9.99S94S2 
9.99S9124 
9*99S9ili 



9*99^2936 
9.9952761 
9.9912S26 



9.99584" 
9.99S213S 
9.99S20S9 



9.9^57882 
9.9^57705 
9*99S7S^2 



10.8805709 

10.8795957 
10.8786127 
10.8776518 

10.8766819 
10.8757161 
10.8747514 

10.8737888 
10.8728282 
10.8718697 

10.870913X 
IQ.8699587 
10.8690063 

10.8680558, 
10.8671074 
10.8661609 

10.8652165 
10.8642740 
io.863333f 

10.862394^ 
10.8614583 
10.8605136 

10.8595908 
10.8586600 
10.8577311 

10.8568041 
10.85587^ 
10.854^558 

10.854034T 
10.8531150 
10.852197J 



dby Google 



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1 

4 

s 

6 

7 
8 

9 

10 

II 
II 

i£ 
i6 

17 
i8 

15» 

20 
II 

!î 

16 
»7 

Î8 
»P 



Sinus 

i}9i7^^ 
13^46.12 

14603.71 



14031.^1 
14061^31 
140^0.11^ 



14118.PX 
14147.72 
1417^.^1 



1410^.31 
14134.10 
14261.8P 



141PI.68 
14310.47 



14378.0^ 
14406.84 
14431.61 



144^4.40 
144^3.15? 
I4ÎH.P7 



14TJO.7Î 
i4T7i»-n 
14608.30 



14637.08 
1466^ .8 J 
146^4.63 



1471340 
147^1.17 
14780.P4 



8 Graci 



Tang. 

4054.08 

4083.74 
4113-41 
4143-08 



417^.71 
410143 
4x31.11 



^61.79 

4i^M7 
4311.15 



43^Q'?4 
4380.53 
44io.i> 



Secans 

100P81.76 
1009US9 

looppi-o^ 
looppf.iB 



1009994^ 
101003.51 
IOI007.6P 



IOIOII.88 

101016.07 
101010.17 



^9'9i 
^69.61 
44PP.31 



451P.01 
4JÎ8.71 
4^8841 



4618.13 
4647.84 
^77'S5 



4707.17 
A73^-99 
^766.71 



47^6.44 
4816.17 
4855.^0 



4885.63 
4915.36 
4W.IO 



10101448 
101018.70 
10103 1.P3 



101037.17 
10104141 
101045.68 



IOI04P.P5 
101054^3 
101058.51 



101061.80 
101067.10 
101071.41 



101075.73 
101080.06 
1 01 08440 



101088.75 
1010p3.11 
X0I0P747 



loi 101.84 
101106.XZ 
X01110.61 



Lûg.Sm. 

9^^ssn 
P.1444J31 

5>.I4134^3 
p.1461435 



p.1471358 
p.i48oiéi 
P.148PI48 



P.14P8015 
p.i 506864 
P.15156P4 



p.1514507 
p.1533301 
p.1541076 

^.1550834 
9'iSS9S7A 
p.1568296 



p.1577000 
p.1585686 
^.if5?43H 



p.i 603005 

9.1611639 
p.1610154 



I 

9,1478015 

p.1487181 
9.1496311 
9.150^441 

9'iSiAS^ 
9AS1$6%7 
9.153169» 

9.15417^^ 
9-iîî076^ 
9.1559780 

p.1568773 

' 9.IÎ7774S 

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j 9.1 613 473 
9.1611361 
9-1631131 
9.1640083 

9.i6489i5> 
9.1657737 



P.r6x8853 
9.1637434 
9.i6^S9^ 



9.1654^44 
9.1663074 
91671586 



p.1680081 
9.168855^ 
9.1697OXI 



9.1666538 

9.16753" 
9.168408P 
9.169183^ 

9.170157* 
p.i7roi8^ 
9.171^9^9 

9.17*767» 
9.173633^ 
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dby Google 



60 



Si Grad. 



Sinus 



^pot6.8o 



j8 990i%.6f 

57 [^«^14.61 

S6\ 990104^ 

SS\990o6^S 
S^^99ooz.s6 



fi 9^99^*1$ 

S i\ 9^990.0^ 

\so\9^9^U90 
\j^9 9^9^1.76 
r48>8i>77^2. 



Tang. 



7US$6.97 



71003 8.xd 
708^4^7} 
7070fj?.34 



70SS79*o^ 
704I04.8& 
70i6^6^z 



701174.41 
69971^406 
69$z67.$l 



6^6813.35 
69S3^^7^ 
^939Si'9i' 



^7\9^973A7 ^5>3f»4.8y 

46l9S969>3l\69no$.S9 

i4f!^8p5r,i4 6^96^7^99 

•^^ ' ■ m* i ■■■'■■■ ' • * ■ 

44 ^8^5o.95 688*78.07 
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41 999St.S7 ^8f47f.o> 



41 
40 

3« 

37 

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3» 
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^8^48.37 
^8^44.16 

P8^3^.94 



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p85ii.p8 
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^8910.17 
p8^oy.8» 



684081.96 
68*694.37 
6813 11.27 



67993s ^6$ 
678T6446 
677198^ 



67^838.1^ 
674483-1^ 
67313341 



671788.^1 
670449.66 
6691114% 



Sccsins 



7i8y*9-6f 



717045.16 
7^$S67*64 
714091.87 



711630.19 
I«ii70,y8 
709717*00 



708x6941 
706817.77 

70î3^-or 



703961.10 
701^38.10 
70II10.0I 



699707*60 
698300.91 
696S99.94 



^^504.64 
694ii4<96 
69t7ioS9 



69i3S^'39 
6%9979é^ 
688611.9^ 



687149.9^ 
^^893.38 
684541 «1* 



68319^41 

68igf5.57 
6Sof 10.81 



679iSfO'9S 
677866.31 
676^46.91 



Lo£.Sin. 



9.99^71*8 



9*99S73S0 
9^991717^ 
9'99S6993 



9»99S6^iS 
9'99S663S 
9'99S6j^S6 



9'99S6t76 
9*9916095 
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9>99SS734 
9*9911111 
9*9911370 



9^99111%% 
9'991looi 
9*9914^11 



9*991^39 
9.9914^11 
9*991^7t 



9*991^^7 
9*991390% 
9*9913717 



9'99131i^ 
9*99133^1 
9*9913119 



9*991^97^ 
9-991*7^1 
9*991^197 



9*991%¥>9 
9^95>5***i 
9^991%033 

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10.8Î1197I 

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10.8^03679 
io>84P4y59 

10.8485457 
10.8476373 
10.8467308 

10.8458161 
16(844913 I 
10.8440110 

10.8431117 
10.8411151 
10.8413194 

1648404354 

10.8395431 
10.^86517 

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16.8368769» 
10.835991^ 

10.8351081 
10.8342163 
io«8|3346ft 

10.8314678 
10.8315911 
10.8307161* 

10.81^842$ 
10.8189711 
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47 
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8 Grad 


Sinus 


Tang. 


Sccans 




Log.Ssn. 


Log.Tan 


i478o.i>4 


i4P4f.io 


loii 10.61 


p.i6^7Pii'p.i744i>88 


14805^.71 
14838.48 

148^.24 

I48P6.0I 

I4PH.77 

i45Ȕ3-^3 


14574.84 
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1^034.33 


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IOIIIP4» 
101113.84 


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5^.17138^31^.176113^ 
p.1711305 ; ^.1770840 


15064.08 
150^3.83 
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1 01 118 .17 
ioii3i.7r 
101137.15 


9.i7So699\9'i779^S 

9.173907719-17^7993 
P.I74743P P.I75>654^ 


i4P8i.3o 
If 01 1.06 
if03^.8i 


irif3-33 
tfi83.09 

If211*8f 


101141.60 
loi 146.06 
101150.53 


>>.I755784 
P.1764111 
i>.i77M*5 


p. 1805081 
^.1813601 
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ifo68.f7 

ifo>7.33 
iyixé.o8 


15141.61 
15271.38 
i.53oi.»5 


loii 55 .01 
10115^,50 
loi 164.00 


p.1780711 
^.178^001 
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p.1830595 
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9.1^31141 
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20 
19 
18 

17 
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12 

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10 

9 

7 

7 

4 

2 
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81 Grad. 


Sinus 


Tang. 


Sccans 


LogSin. 


Lo£.Tétn 


98901.58 


66^115.62 


676546.91 


9.9952033 


10.8255012 


98897*i8 
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667786.77 
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665144.49 


675232.68 
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10.824^378 
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98884.32 
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98871.28 
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663 83 1.00 
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671320.79 
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9.995x274 
9.9951084 
9'99SO%93 


10.8220575 
10.8212007 
10.8203454 


655>9io.8o 
658627.39 
657338.92 


667454.46 
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9.9950702 
9.9950510 
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10.8194918 
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9'99Soiz6 
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10.8169405 
10.8160932 
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98844.98 
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652233. p6 659855.40 
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10.8144034 
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9883 i.tx 
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9.9948964 
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10.8118804 
10.81 10425 
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98818.38 
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98804*i?7 
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9.9947788 
9.9947591 
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10.8093713 
10.8085379 
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641026.33 
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643779.44 
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10.8068759 
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98791.48 
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645170.59 
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9-9947195 
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9-994^199 
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10.8043941 
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9^73.38 
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633761.26 
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101146.51 


9.19^71 ly 


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iji(Î7*fi8 
1570Q.p1 
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1^8.36 
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1^016.83 
16035.55 

i6îox,9y 

16131*67 
16160.^% 

1618P.QP 
16117.7P 
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I58p8/>S 
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161151.18 
101155.86 
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9.1951*93 
9.1959*47 
9.1967186 


9.1005194 
9.1013449 . 
9.1011588 


4 

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15^57.74 
15^87,57 
16017^0 


101165.15 
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9.1975 110 
9.1983019 
9.1^90913 


9.1019714 
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101x79.39 
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9^199^79} 
9.X006658 
9.1014509 


9.1054004 
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16136.77 
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16x16.3* 
16156.17 
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101193*61 
101198.37 
101303.14 



101307.91 
10131X.71 
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9.1011345 
9.1030167 
9.X037974 
9.1045766 
9.1053545 

9.^o6I3o9 


9.1078165 

9.10861 91 
9.1094103 


14 


9^.XI0llOQ 

9.1110184 
9.1II8I53 


18 


16315.89; 101311.31 
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9.U>69ùS9 
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9.111610^ 
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16435.37 II0134I.6I 
16465.15 101346.46 


9.4091114 
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9.%107S97 

911^51^3 
9.1111914 
9*^130551 


9.1149894 
9.1157795 
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16x75.10 
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165^1 .1^ 
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1^418.68 


164^.13 !loi35i.ji 

165x5*01 i I0r356.i9 
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9.1173556' 
9.1181417 
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i7 


16584.78 
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101365.95 
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101375.74 


9.1138176 
9.1145787 
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9.1197097 
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1667446 
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101380.65 

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9,2160967 
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9.1110518 
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Sinus 

^87^8.83 

p87é?4a8 
9i7S9^7^ 
9^75 S 'IS 



Tang> 

Qî375.iy 
^30188.66 

6x7818.68 



9^7So.S7 
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P8741.38 



9^73^-77 
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^87i*.9i 
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9S70S.97 
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9%699M 



9^94^96 
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P8666.70 
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9^647.70 
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^8638.1^ 
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6i66îfa4 
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6x43x0.86 



6x3160.07 
6XX003.47 
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619701.79 
618JÎ8.67 
617418.6J 



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63^x4^^^ 



638073.47 

6i690S.9S 
6$S74^*76 



634^83.86 
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63XX78.84 



63113X.6P 
619990.73 
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6i6x8x.7x 



6177^9-33 
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6x4343.16 



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610663.60 618797.15 



609SSU74 
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607339.79 



606x39.67 
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60x96x^7 

601877.7* 
600796.76 



S997i9*S7 
598646.14 



617700.03 
616606.74 
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614431.89 
6r335o.*8 
61XX7X.53 



611 198.61 
6101x8.50 
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607999.64 
606940.85 



TW76.44 605885.80 



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9.9946199 



9.994S999 
9.994S79S 
9.994SS97 



9*994S396 
9*994St94 
9.9944991 



9.PP44789 
9.9944^^7 
9-99443^3 



9.9944180 
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9.9943771 



9.9943^66 
9-9943361 
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9.994^9$0 

9.994*743 
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9.994*330 
9.994*ï** 
9.994^914 



9.9941706 
9.95^41 43^8 
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9.9941079 
9.9940870 
9'9940619 



9.9940449 
9.^940138 
9.9940017 



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10.800x875 

10.7994706 
10.7986551 

10.7978411 

10.7970x86 
10.796x175 
10.7954078 

10.7945996 
10.79379x8 

10.79x9874 

10.79x1835 
10.7913809 
10.790S797 

10.7897800 
10.788981$ 
10.7881847 

10.7873 89Î 
10.7865949 
10.78580x0 

10.7850106 
10.784XX05 
10.7834317 

10.78x6444 
10.7818583 
10.7810736 

10.780x903 
10.7795083 
10.7787x76 

io.7775'48* 
10.777170» 

10.776S93S 



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16734.26 


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Log.Sin. 
9.2176092 


Log.Tan 

9*ziS6o6S 


>o 


i6f 04.7e 


101390,10 


13 


iérpo.8z 


16764.16 
16794-07 
16823.98 


101391.44 
101400.39 
10140Î.31 


9.218363Î 
9.2191164 
9.2198680- 


9.1143819 
9.2251161 
9.2259289 


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i66i9'U 
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16813.89 
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16913.73 


101410,32 
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9.2206182 
9.2213671 
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9.2267004 
9.2274706 
9.2282395- 


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16943-^1 
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101421.29 
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9.2228609 
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9^290071 

9M9771S 
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16848.94 


17033.44 
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101440.32 
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9.**509iS 
9.1*18328 
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9.2273110 
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9.2315024 
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16877.61 
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17123.21 

17113.1^ 
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101411.44 
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9.2331863 

9.2343411 
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16963.62 
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17020.91 


17213.09 
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101470.64 
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9.**91i8l 
9.2302118 
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9.*3l8l8^ 
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17302.96 

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9.2403708 
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17221.16 
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17482.77 
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9.*36o726 9.24*6103 
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17172.7* 
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101132.26 
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98628.^6(5:^75:76.44 '6o588^8o 



9^609.19\59$314.5$ 



9^S99.6o 



5?8î^4.74 
98589.88 
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98580.13 
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98560.53 
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9.9939178 
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9.9935185 
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10.7731996 
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i8i6é.3ir 

i8i5>4.yr 
i8ii3.rr 


18473.73 
18103.81 
i8«3.po 


101691.07 

ioi6p7.l4 
101703.01 


9.1IP1676 
p.ilPPl09 
9.1606330 


9'i66SS4T 

9.167161^ 
9^679669 



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60 
79 

f7 

U 

Tî 
S* 
11 

lô 
49 

f 
47 
4« 

a 

4* 

41 

35» 

38 

37 

!f 

34 
33 

3» 
31 

3«' 


79 Grad. 


Sinus 


Tang. 


Secans 


Log.S$n. 


UgTan. 


5^80.77 


567118.18 

S6616SJ09 
565105.16 
564148.38 


575877.05 


9.9933Si1 


10.75368U 


P8475.71 
98470.65 
98465.58 


574918.61 

573983.33 
573041.11 


9'99$Si9i 
59.9933068 
9.9931845 


10.751943 î 
10.7511061 

10,7514703 


98460.50 

984^Mi 
98450.31 


S6si>94.7^ 
561344.11 
561396.80 


571101.13 
S71166.36 
570133,60 


9.99}i6ii 
9.9931396 

[9.9931171 

9.993194^ 
9.9931710 
9.9931494 


10.7507357 
10.7500021 

10.7491699 


9844^.11 
98440.10 
98^4.98 

984*9.85 
98414.71 
98415^.5^ 


56045147 
559r11.11 
558573.01 


5^9303.95 
568J77.34 
567453*80 


10.7485388 
10.7478088 
10.7470800 


557^37.86 

SS670U74 
SSS776^3 


566iS$.3l 
565615.84 
564701,40 


9.9931168 
9.9931041 
9.9930814 


10.74^3513 
10.7456257 
10,7449003 


98414.40 
98409.^4 
98404/37 


554850.51 
553917.40 
553007.M 


563789.95 
56188148 
$61975^99 


9.9930^^7 
9.99303S9 
9.9930131 


10.7441760 
10.7434518 
JO.7427308 


98398.89 
98393.70 
98388.50 


551090.05 
^51175.79 
5501644^ 


56107345 
560173.86 
^$9^77-^9 

558383.43 
557491.58 
556604.60 

555719.50 
554837.KÎ 
553957.86 


9.9919901 
9.9919673 
9.99i9^m 


10.7420099 
10.741 2901 
10.7405715 


98383.19 
98378.08 
98371.86 


54935^.04 
548450.5* 
547547.88 


. 9.99191^4 
9.99189^4 
9.9918753 


10.7398539 
10.7391375 
10.7384221 


98367.63 
98362.39 
^8357.14 

88351.89 
98346.63 
98341.36 


546648.^1 
545751.11 
544857.15 


9,9918511 
9.991P191 
9.99i%0S9 


10.7377079 
10.7369947 
1Ô.73 62827 


5439^5.91 
543077.50 
541191.88 

541309.06 
540419.01 
539551.71 


553081.1? 
551107.54 
55133^-59 

55046843 
549603 />5 
54874043 


9.99%7^^7 
9*99*719^ 
9.99173^^ 

9J99*7^i9 
9*99t699S 
9.99*6661 


10.7355717 
10.7348618 
10.7341530 


98336.08 
98330.79 
^83x5.49 


10.7334453 
10.7327387 
10.7310331 J 



dby Google 



% 

8 
C 

!! 
31 

3i 
53 

34 
3î 

!! 

37 
38 

!f 
40 

41 

41 

43 
44 

4f 

4^ 

47 

4^ 
50 
fi 

52 
53 

lî 
51^ , 
S6 

S7 

r8 

^o 



10 



Sinus 

8223 .51 



Tang. 



8509.49 

8138,08 

$9$ 66. 66 



8252.11 I 
19280.75' 
8509.31 



^337.5^5 
8366.14 

8395.13 



8423.73 
8452.32 
[8480.91 



8595.24 
8623.82 
8652.40 



8680.98 
8709.16 
8738.13 



8766.70 
87^5.27 
8823.84 



8812^1 
8880.98 
8909.14 

8938.11 
8966.67 
89PI.23 



5^023.79 
P012.34 
^80.^ 



8133.90 



8163.9P 
81^4.08 
8624.18 



8614.28 
8684.38 
8714-49 



8744.60 
8774.71 
8804.83 



8834.91 
8861.07 
8891.20 



8^1.53 
89114^ 
8P81.19 



5>oil.73 
9041.87 
9076.02 



9106.17 
9136.32 
916648 



Grad, 




9196.64' 
9226.80 
9ZS6.96 



^287.13 

5>3 17.30 

9347.48 

9377.^^ 
9407.84 

9^8x)3 



01708.11 
[01714.01 
:01719.1a 



:oi72i.Q4 
[01730.16 
[0^736.09 



01741.63 
:oi747.i8 
[017I2.74 



01758.31 
01763.89 
01769.48 



01771.08 
01780.69 
01786.31 



01791.^4 
OI7P7.18 
01803^.1^ 



01808.87 
01814,13 
01 820.20 



01821.88 
0183X.17 
01837.27 



01842.98 j 

01848.70 

01814.43 



01860.17 
01861.92 I 
01871.681 



Log.Sw, 


9'Z679669- 


9.2606330 


9.2613141 
9.261^941 
9.262672^ 


9.2686714 
9^^6937^9 
9.2700772 


9.2633107 

9.2640274 
9.2647030 


^.2707786 
9.2714788 
5?.272i78a 


9-2613771 
9.2660109 
9J.2667232 


9.27287^2 
9.2735733 
9.274*^5^4 


9'Z67$9^S 
P.2680647 
5^.2687338 


9.2749644 
9.27I6184 
5>.27631i4 


^.269401^ 
9A70o6%9 
9*1707$^^ 


9.2770434 
9.2777343. 
9.2784242. 


9*17^3997 
i>.272o631 
5^.2727263 


9.2791 131 
9^79^009' 
9.280i^7& 


9.2733880 
9.2740487 
9.2747083 


9.281 1736 
9.281818Î 

5>.282142J 


5>.2713669 

9.2760241 
9.2766 811 


^.2832211 
p.283^070 
9.2841878 


9.27733^^ 
9.277991 I 
9.2786441 

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^.2812677 
^.281946^ 
9.2866241 



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.9.2799484 

i5>.28ol^88 



5^.2873014 
9.2879773^ 
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g: 



30 

i6 
if 



75^ Grad. 



Sinus 



P832.0.18 
5>83i4.87 



^8504.11 
p8i^^88 
14 "^8x5^3.^5 



£1 
XI 

x8 

«7 
If 

ir 

tx 

ir 
10 



8 



!p8x88.i7 
y8x8x.8j 
98x77.44 



9^z66.67 



99tSOj^ 



9%z^9»6i 
98234.17 
98x28.72 



98x23.27 
98217.81 
98212.34 

98206.8e 
98201.37 
99i9S'S7 



98190.3 e 
98184.8; 
98179.33 



2 98173*80 
1 1 9%l6%sZ6 
01981^2.71 



Tang> 

S39$5i'7^ 



^38^77.18 
T3780Î.38 
$36936.^0 



S 36069.93 
S3Szo6.i6 
Î3434f.i7 



133486.96 
J31778.30 



T30927.93 
r3ôo8o.i8 

f2923f.Of 



SzS3^z.Si 

S^7SS^.SS 
126711.17 



121880.31 
121048.09 
124x18.36 



523391.16 
122166.47 
121744.28 



1209*4-1^ 
120107.38 
1I929X,64 



118480.31 
117670.11 
1 16863.1 1 



116018.13 

111*11.17 
I144II.4D 



Secans 
I48740uf3 



147880.11 
147023.42 
I46169.01 



141317.31 
144468.31 
143621.99 



142778.31 

I41P37.37 
141099.03 



540*63.33 
139430.26 
S3^99'79 



137771.5^1 

13694^.^4 
136123.93 



I3T303.79 
134486.20 
133671.14 



132818.61 
132048.60 
131241.09 



130436.08 
129633.14 
128833.47 



128031.87 

127240.70 
126447.98 



121617.68 
124869.75> 
124084.31 



tog.Sin. 
9.99Z6661 



9.9926427 
9.99z6i9z 
9'99119S7 



9.95^21722 
9.9^21486 
9*99^S^So 



9.9^21013 
9*99H776 
9.9924139 



9.9924301 
9>99z^63 
9.9923824 



9.5'Pi3f8l 

9.991334^^ 
9.9923106 



9^99izS66 
9.9922626 
9.9922381 



9.99ii'H^ 
9.9911901 
9*9911660 



9.9921418 
9.9921 171 
9.9910931 



9.9920689 
^.99x0441 
9-99toioi 



9*99^99^6 
9*991971^^ 
9-9919^6 



10.7320331 j 

10.7313286 
Ï0.7306211 
10.7299228 

10.7292214 
10.7281212 
10.7278220 

10.7271238 
10.7264267 
10^7217306 

iQ.721031^ 
10.7243416 
10.7236486 

10.7229166 
10.72226I7 
io.7211718 

10.7208869 
10.7^101991 
io.7t9lr2x ^ 

10.7188264 ' 

10.7181411 

10.7174177 

10.716774^ 
10.7160930 

10.7114122 

10.7147323 
10.7140134 
10.7x33711 

10.7126986 
10.7120227 
19^113477 



dby Google 



! 




Il Grad. 


Sinus 


Tant- 


Sccans 


. 


LogkSiH. 


LogrCan 
9.»886523 


ipoSo.po 


1943 «-03 


loi 871.68 


9*2805988 


I 
% 


19138.00 
J5>i66.51 

19191.10 
I9t^$.6$ 

1^80.74 
i5>3Q9.x8 
i^337.8x 

15^66.36 
i93iH*^ 
ii>4>3-44 

1^43:1.97 
1^480.^0 
i^o^^3 


1^468.22 
i^4y8^i 
I9|28.éi 


101877-44 
101883.21 

101888.99 


9*2812483 
9.2818967 
9-1825441 


9.^^93^6^ 
9*^^9991 
9.2906713 


4 
S 
6 


i^j8.8i 
19589.01 
19619.»» 


101894.78 
IOÏ90Q.58 
IOI9Ô6.39 


9.283 1905 
9.2838359 
9.2844803 


9.29134*4 
9.2920126 

90926817 


7 
9 


19649.43 
19679.64 
19709.86 


10191».»! 
IOI9I8.04 
1019*3.88 


9.2851237 
9^857^1 
9.286407^ 


90933500 
9094017» 
9.294^836 


lO 

II 


i5>740.o8 
1977Ô.30 
1980043 

19830.76 
19861*00 

i989i.»4 


101929.73 

I0193M9 
101941.46 


9.2870480 

9.2876875 
9.2883260 

9.»889636 
9^896001 
9.2902357 


9*^9S34^9 
9.»96oi34 
9.%9é6769 




101947.34 
ioi9y.»3 
ioi9f9.i» 


9^^97339^ 
9.2980011 
9.2986618 


l8 


ip^37.r^ 
1^66.09 


199*1.48 
I99fl.7» 
19981.97 

20012.22 
20042.48 
20072.74 


1019631.02 
101970.93 
ioi97^.8f 


9.2908704 
9^915040 
9.»9»I3^7 


9.%99Z^lé 

9-1999^4 
9-3006383 

9.3012954 
^^.30195 14 
9.3026066 


î5 


1^623.14 
ï96U*66 
1^80.18 


101981.78 
101^88.72 
101994*^7 


9.»9»7^85 
9.^9S3993 
9M^y^9i 




1^708.70 
19737.»* 

w^^73 

i9794-iy 
1 9822 .76 
1^851.27 


20103.00 
20133.27 
20163.3:4 


102000.63 
102006.60 

102012.^8 


9.X9^1^ 
9^91^^S9 
9^9S9i^9 

y.2965390 
90971641 
9.»977883 


9.303*^9 

9.303^143 
9.304^667 

9.305»i83 
9.305868^ 
91.3065187 


26 

*7 


20193.81 
20224.^9 
202^4.37 


io»oi8.f7 
102024.57 
102030.58 


x8 


19879.78 
1990^^9 
I99lé.79 


20284^5 

ÏO314.94 
20345^3 


102036.60 
102042.63 
102048.67 


9.»984"^ 
9A990S$9 
9A996Sn 


9.3071674 
^.307815^ 
9.30^46%^ 



dby Google 



s. 

B 

5 

17 
16 
1S 
U 


78 Grad 


Sinus 


Tang. 

Si36S7'6i 
^12862.24 
f 12069.21 


Secans 


Lûg.Sm. 
\9.99i9^6 


Log.Tan, 


^8i6*.7ï 

9^iS7-i6 
p8iri.6o 
5^8146.03 


524o84'.3i 


10.7113477 


523301.21 
.522520.50 
521742.16 


9.99'^20 
9.991^97^ 
9.9918727 


10.7106737 
10.7100007 
10.7093287 

10.7086576 
10.7079874 
10.7073 i8j 


5^8134.86 
i>8ii^.a6 


Siii7^.SS 
510490.24 
509704.26 


520966.18 
520192.54 
519421.25 


9.9918480 
9.99^8233 
9.9917986 


1î 
U 


98123.66 
p8ii8.of 
^8111.43 


508920.61 
598139.28 
5073^0.25 


518652^8 
517885.^3 
5i7i2iJ^8 


9-9917717 
9*99174^9 
9»99i7^^o 


10.7066500 
lo.7o5i»828 
J0.7053164 


f 
47 
46 
4Î 

44 
43 

41 

40 

ji 

J4 
Î3 

3* 


P8106.80 
^8101.16 
9S09S.S1 


506583.52 
505809.07 
505036.90 


516359^4 
515599^8 

514841.^9 


9*99^6991 
9*99167^1 
9.9916492 


10.7046511 
io^703986^ 
10.7033231 


^808^.86 
^8084.20 

5^078.^3 


504267.00 

ro34«?.3f 
502733.95 


514086.77 
5133^.81 
51258J-09 


9.9916241 
9*99lS99o 
9.991S739 


10.7026605 

10.70199^9 
10.7013382 


5>8o7*.Sr 
98067.16 
98o6I^6 


•501970.78 
50120^.84 
500451.11 


51 1834.61 
511088.35 
510344.31 


9.99^4.88 
9^9iSi$6 
9.9914^84 


10.7006784 
10.7000196 
10.6993617 


980Jf.7^ 
y8oio^j 

5^8044.33 

^8038.60 
98031.86 
^8027.11 


499694'^^ 
498940.27 
498188.13 


509602.48 
508862.84 
598125.39 


9.991475 ï 
9.9914478 
9^9i^z5 


10.698704^ 
10.6980486 
io.6973i?34 


4^438.17 
49^690.37 
495944-74 


507390^2 
5o6657«oJ 
505926.06 


94^13971 
9.9913717 
9.9^13462 


10.6967391 
10.6960857 

10.6954335 


98021.36 
9801^.60 
98009.83 


495*01.25 
4944f^-5>o 
4^720.68 


505ï974<^ 
504470.6a 
503746.07 


9.9913207 
9*99l^9S^ 
9*9912696 


10.6947817 
10.69413 II 
10.6934813 


98004.0Î 

^998-26 
97991.47 


4^^83.58 
49*248.59 
49i5if.7* 


503023.67 
502303.37 
501585^7 


9.9912440 
9.9912184 
9.95^11927 


10.692 832^ 
10.6921845 
Io49l«74 



dby Google 



SI 



II 



Grad. 



I Sinus 

3^1 I993^-7P 



3ï 

35 

34 
3^ 
3^ 

37 
.38 
.39 

40 

41 
42 

43 
44 

^ 
4é 
47 
48 

49 
10 
51 

T* 
^3 
^4 

SS 

S6 

57 

58 
.^60 



i^P^3.8o 
20021.30 

200J0.80 

1007^.30 
20l[07.79 

2013 6. ip 
20164.78 
20193 .27 



20221.76 
20250.24 
20278.73 

20307.21 
20335.69 
20364.17 

20392.65 
20421.13 
20449.61 

20478.08 

20f 06.55 
20535.02 



10563.49 
10591.95 
20620.42 

20648.88 

20677.34 
20705.80 



Tang . 
20345.23 
20375.51 

20405 .82 
20436.12 



20466.43- 
20496.74 
20527.05 



10557.37 
20587.69 
10618.01 



10648.34 
10678.67 
10709.00 



10739.34 
10769.68 
10800.03 



20830.38 
20860.73 
20891.09 



20921.45 
20951.81 
20982.18 



21012.55 
21042.93 

21073.31 



20734.16 
20762.71 
20791.17 



21103.69 
11134.07 

21 16446 



21194.85 
21225.25 

iii5f.?T 



Secans 

— » 
102048.67 

102054.71 
102060*76 
102066.82 



102072.89 
102078.97 
102085.06 



102091.16 
102097.27 
102103.39 



102109.52 
1Q2115.66 
102121^81 



102127.97 
102134.14 
102Ï40.32 



102146.50 
102152.69 
102158.89 



102165.10 
102171.32 
102177.55 



102183.79 

i02i90/>4 
102196.30 



102202.57 
102208.85 
102215.14 



102221.44 

102227.75 
102234.07 



LogSin, 

9.2.996^S3 
9.30027^8 
9.30089^3 
9.3015140 



9.30213 17 
9.3027485 

9.3033^44 



9.303P7P4 
9.3045934 
9.3052066 



9.3058189 
9.3064303 
9.3070407 



9.3076503 
^.3082590 
9.3088668 



^•30^4737 
9.3100798 
9.3106849 



9.3 II 2892 
9.3118926 
9.31 24951 



9.3130968 
9.3136976 
9.3141^1 



9.3148^65 
^.31545^47 
9.3160911 



9.3166885 
9.3171841 
9.3178789 



Log.Tan 

9.3084626 

9.3091088 
9.3097541 
9.3103985 

9.3110421 
9.3 II 6848 

9'$iz967S 
9.3136076 
9.3141468 

9.3 14885 1 
9.3155116 
8.31615^2 

9.3167950 

9.31741^^ 
9.3180640 

9.3186971 
9 .1191^9$ 
9*3199611 

9.3105918 
9.321221^ 
9.3118506 

9.3114788 
9.3231061 
9-3^73^7 

9.3143584 
9.3249832 
9.3256075 

9.3262305 
9.316852^ 
i?.3»74745 



dby Google 



! 
30 

19 
i8 

i7 

ly 

^3 

2.1 
ZO 

18 

17 
lé 

^3 
II 

II 
10 

7 

4 



78 Gràd. 



Sinus Tang. 



9799^-^7 



979^6.67 
979^0.Z6 
97975 -o^ 



97969*2,1 
9796}*S7 
979S7'52. 



979Si'67 
5>7W-8i 
97919-9^ 



9793^-06 
9792.S.17 
979zz.i^ 



97916.39 

979^0.47 

97904*$$ 



97^9^.61 
978P2.68 
P7886.74 



P7880.75? 

57874.83 
97^6%M 



97861.88 
97^S6.%9 
97^So.90 



97844.90 
97838.89 
97831.87 



^8iéî.84 
97810.80 
97^14*76 



49i$iS '70 



490784.91 
49oof6.20 
4%93i'9.S6 



488604.9^ 
487881.48 
487161.01 



48é;443.f5> 

48^7^7.19 
48501 Î.81 



48^00.45 
483590.10 
481881.74 



481175.36 
481470.96 
480768.54 



480068.08 

^7 93^9 *S 7 
478673.00 



477^78.37 
477^85.67 
476^94.90 



47^906.03 
475119.07 
474î34.oi 



47^850.83 

473169.54 
471490.12 



471811.56 
471136.86 
470463.01 



Seçans 
501585.17 



500869.07 
500155.05 
4P5>443.ii 



4^8733.^3 
498015.41 

4973I5'.<^4 



496615.9X 
49$9i4'^i 
495» 14.^3 



494^16.87 
4^3 8 ai. 20 

493ii7.5'4 



4^1435^8^ 
49174^.16 
491058.44 



490372.67 
489688.86 
489007.00 



488327.07 
487649.07 
4%697^.99 



486298.83 
485626.57 
484956.11 



484187.74 
483621.14 

4819^6.43 



48ii5>3 .57 
i5^Si632.5'8 

480973.43 



\ 9*99119^7 



9-9911670 
9.991 1411 
9.991 II 54 



^.9910896 
9.9910637 
9.9910378 



9.9910119 
9-99(^^S9 
9-990^598 



5^.9909338 

9-9909077 
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P.9908553 
9*99oîi9i 
9.^908029 



9-^907766 
9.9907502 
9'9907i'39 



9-990697^ 
9.9906710 
9.9906445 



^.9po6i8o 

i>.5^9059i4 
9.9905648 



9.9905384 
9.9905 115 
p.9904848 



9.9904f8o 

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9.9904044 

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10.6^15374 

10.6908^12 
10,690245^ 

10.68P6015 

10.688957^ 
10.6883152 
10.6876734 

10.6870325 
10.6863^4 
10.685753* 

10.68511 4P 
10.6844774 
1Ô.6838408 

10.6832050 
10.6825701 
10.6819360 



10*6813028 
io.68o670f 
10.68003 8p 



10.679408» 
10.6787784 
10.6781494 

10.677511^ 
io.676%9l9 
10.6762673 

iô.67f64i6 
1046750x68 
I0i6743^*^ 

10.673769$ 
10.6731 
10.6725 a 



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4 
S 
6 

7 
8 
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II 
II 

14 

ly 

l6 

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10 
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21 

»3 
M 

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lé 

li 
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IJL 



Grad. 



Sinus 

107^1.17 

10S48.07 
1087e.f1 

^904'97 
10^3341 
10^61.86 



iop^.30 
11018.74 
11047.18 



iî07J.éi 
11104.05' 
21131.48 



iii^.^i 
1118^.34 
11117.77 



11146.1^ 
11174.61 
11303.04 



1133146 
1135^.88 
11388^^ 



11416.71 
ii445'.iî 



II fox .^4 
11530.35 
^1^58.7^ 

11587.16 
11615.56 
11643,^6 



iii55*65 

11186.06 
11316^7 
11546.88 



11377.30 
11407.71 
21438.14 



11468.57 
114^^.00 
2i5i^wH 



ii55^.»8 
115^.31 
11610.77 



11651.11 
11681.67 
11711.13 



11773.06 
11803.53 

11834.00 
11864.48 
II 8514.^6 



11^1544 
^19$ S. 93 
11986.41 



11016.91 

1104742 
12077.93 



11108.44 
2'»i38.Pr 
iix69<47 



Secans 

101134.07 

I02240«40 

102246.73 
102253.07 



102259.42 
102265.7^ 
102272.15 



102278.53 
102^84.92 

I0229I.32 



102197.73 

101304.15 
101310.58 



IP13 17.02 
101323.47 
101329.93 



10233640 
102342.88 
102349.37 



102355,87 
102362.38* 
102368.90 



102375.43 

102381.96 
102388.50 



102395.05 

I0240I.6I 
102408.18 



101414.76 
101411.35 

102417.95 



9.3*0*4^5 
^9.3108400 

9.3ii4;i97 



9.3137802 
9.3143^^7 
9.314^505 



^ — 

Lêg.Sm. 

9.317878^ 
9.3184728 

9^3^906S9 
9.319^581 



^♦3^74743^ 

9.32809^1 
9.3*87155 
^•3»i'334y 



9.3220186 



9.329^518 

9^SQS704 
9.3311872, 



9.33^8031 



9.3226066 j 9.3 j 241 83; 
9.3i3i5»38i^.33303^r 



5>.3»55344 
9.31^1174 
9.32,66^97 



9.317*811 
9.3278^17 
9.3184416 



9.3290106 
9.32955^88 
9.3301761 



5^.33075*7 
9.3313*85 
9.3319035 



^.33M777 
^.33305" 
9-333^^^7 



9^3^1911 

.9.3*3476^5 

^.33533^^8 



9.33364<^3 
9^3^S9t 
9.334871 1 



5>-33548Ȕ 
9.336091/ 
9.3367024. 



^•3373113 
9-337919^ 
9.3385*67 



5>-33i?i333 
9-3397391 
9.3403441 



9.3409484 
9.34ÏSS19 
9.3411546 



9.34*7566 
5^.3433578 
^.3435^^? 



9.3445580 
9.3451570 
9'S^S7S5i' 



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S9 

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$7 

$6 
SS 

u 

SI 
$o 

47 
46 

!l 
44 
43 
4* 

41 
40 

57 
If 

3S 
54 


77 Grad. | 


Sinus 


Tang. 

470463.01 

^69791^00 
46^110.83 
468451.48 


Sccans 




Lo^Sin. 


Lû^.Tan. 


^7814-76 


480P73.43 


9.9904044 


10.6715155 


^7808.71 
P7801.65 
97796^1^ 


480316.13 
47P660.66 
47^007.01 


9'990177S 
9.9903506 
9-9903137 


10.6719047 
io.<77ii847 
10.6706655 


97790.S0 
97784^1 
^7778.31 


467785.95 
467111.14 
466458.31 


4^55.10 
477705.19 

4770S6^9 


9.9901967 
9*990z697 
9.9^01416 


10.6700471 
10.6694196 
10.6688118 


9777^'^^ 
97766.11 
977S9.99 


465797.M 
465137.88 
464480.34 


476410.58 
^7S761.96 
475113-1» 


9.9901155 

9.9901883 
9.9901611 


10.6681969^ 
10.6675817 
10.6669673 

10.6663537 
10.6657409' 

10465 1 189* 


57753-86 
^7747*73 
977^i.S9 


463814.57 
463170.56 
461518.31 


474481.06 
473841.77 
473105.13 


9.9901339 
9.9901067 
9.9900794 


9773S'44 
977^9^% 
P77i3*ii 


4^1867.83 
46111P.08 
460571.07 


471569.45 
471935^1 
471303.13 

470671.56 
470043.71 
46P416.60 


9.9900511 
p.9900147 
9-9999973 


10,6645177 
10.6639073 
10.663197^ 


^7716.^3 
^710.75 
^704.5j^ 


4599i6.8o 
459183.15 
458641.41 


9.9^99699 
9>9fi994^3 
9.9899148 


10.6616887 
10.6610806 

10.6614733 


P765>8.36 
^6pi.if 
97685.93 


458001.IP 
457361.87 
45671^.14 


468791.19 
468167.48 
467545.48 


9.9898873 

9-9^9^197 
9.9898310 


10.6608667 
10.6601609 
10.6S96SS9 


97679.70 
5^7673.47 
97é67.^l 


4560p1.11 
^U$7'76 
454816.08 


466P15.16 
466306.51 
465689.56 


9.9898043 
9.9^97766 
p.9897489 


10.659051^ 
10.6584481 

10.6578454 


97660.9^ 
P7654-7» 
517648.45 


454IP6.08 

453567.73 
451941-05 


465074.17 
464460.64 
4^3848.67 


9.989711 1 
9.9896931 
9.9896654 


io.«f7i434 
10.656641^ 
iaié56o4i7 


y764H7 
97^35.89 
9761^.^ 


451316.01 
4516P1.61 
451070^85 


463138.35 
461619.67 
46x01^.63 


9^99637^ 
9.9^96o9S 
9.9895815 


10.65544*0? 
10.6548430' 
10.6541448' 



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1 

3® 
3' 

33 

34 

3J 
3f 

37 
38 
3£ 
40 
41 
4» 

43 
44 
4Î 

48 

4^ 
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fi 

fi 
^3 
S4 

lé 

$7 
?8 
$9 
60 


Il GracL | 


• Sinus 


Tang- 

22i6i?47 


Secans 


' 


Lôg.Sin. 


Log.Tan 


21643 .5>6 


102427.5^ 


^.33^3^8 


5>.34575f* 


21672.36 
21700.76 
2172^.11 

ii7T7.H 
21785.^3 
21814.32 


zz\99'99 
22230. Ji 
22261.04 


102434.56 
102441.18 
102447*81 


^.335^062 

^•33^474i^ 
5^.337^x428 


5^.3463^*7 
5^.3465^45^4 
5^.347^4^4 


Z1191;17 

22322.11 
22352.6^ 


102454.4^ 
102461.10 

102467.76 


9^17^99 
P.3381762 
5>.33 87418 


P.3481407 
5^.34873^» 
9.3^9^190 


21842.71 
21871.10 
218^^.48 


22383.15? 
22413.74 
22444.25» 


102474.43 
102481 .11 
102487.80 


5?.33P3o65 
5>.33i>87o6 
5>.3404338 


9.S499^^o 

P.3fo5i4J 
^.3511055^ 


21P27.86 
21PJ6.24 
21P84.62 


22474.«f 

223:0^.41 
*ïr3f-57 


I024j?4.49 
102501.1^ 
102507.^ 


^.340^^63 

5^.341 î^r8o 

5>.342ii^ 


5>.35i65>68 
5^*352286^ 
^.3^*8763 


22013.00 
22041.37 
2206^.74 


11S66.U 
11617-69 


102514.61 
102511.35 
102528.05^ 


^.34267^2 
^.343^86 
5>.3437i?73 


5^.3^346^0 
5^.3540530 
5>.35464oa' 


220^8.11 
22126^8 
22if4.8r 


22658.27 
22688.85 
2271^.44 

22750.03 
22780.63 
22811.23 


102534.84 
102541.60 
102548.37 


5>.3443ni 
5>.344Pi24 

p.3454688 


.9.35512.67 
5>.3558i26 
9'3S63977 


22183.21 

22211.^8 
22235>.5>4 

22268.30 
2225f6.é6 
2232f.OI 

"3^3-37 
21381.72 
22410.07 


102561.^4 
102568.74 


y.3460245 
5^.346^7^4 
5».347i33<^ 


y.3565>.82i 
5^.3 f 7^658 
^.3^81487 


22841.83 
2187244 

225K)3.05 


101575,55 
102582.37 
10258^.20 


P.3476870 
5^.348^3^7 
5?.3487i»l7 


9.35873i<^ 
5>.355>3i*6 

5>.355>8P35 


225^33.67 
22^64^9 

2.i99^9i 


1025^6.04 
102602.8^ 
10260P.75 


P.34^8^34 
5^,3504432 


^.3604736 
P.3610531 
9.3616319' 


2243841 
22466.76 
2249^ .11 


23025.55 
23056.18 
23086*82 


102616.62 
102623.50 
102630.3^ 


^.350^^22 
p.35 15405 
p.3510880 


9.3622100 

9.3627874 i 
5^-^663644 



dby Google 



s 

c 

30 

^9 

i8 

i7 

26 
if 

^3 
zi 
zi 

ZO 

18 

17 

ir 

M 
I» 

TI 

"i 

7 

"7 

4 
2 

% 

p 



77 Grad. 



Sinus 

97619.60 

97613.30 
97616.99 
97610.67 



Tang> 

4yi070«85' 

4f04fo.72 
44^832,21 
44P2I^32 



^7^04.3 y 
97S9^.oz 
97S9IM 



^T8r.33 
97S7^'97 
97S7^'6o 



97H7'06 443133-^* 4Hi77-op 



^7^40.^^ 
575'34'2'3 



971^7'^l 
97SZ^.$^ 



5>7f 14.94 440if 1.^4 



97S66.ZS 
97Si9*^S 
97SS3'4^ 



448600.04 
447^86^6 
447374-i« 



44^7^3 ^7^ 
446154.8^ 
44^^47.^^ 



444^41-81 
444337.62 



Secans 

462022.63 

461417.22 
460813.43 
460211.26 



4^^610.70 

4f9ciii.74 
4^8414.35^ 



45:7818.62 

4^71*4-44 
456631.83 



4^6040.80 
4^^4^1-34 



443734.5^,4f48<^3-44 



M^^ 34-39] 4n^9^-i9 
441936.41 453109.03 



44^9.96 
440745.04 



452527.30 
451947 .11 
451368^4 



97^08^9 
97502.03 
97491. S 6 

P74S9.09 
97482.61 
97476.11 



97469.62 

974^3." 
974T^.6o 



97450.08 
97443 'S S 
^437.01 



43^ff5'.76 
438969.40 
438380.54 



450791.29 
450215.65 
449641.52 



437753-17 
437207.31 
436622.93 



436040.03 

4514^8'^! 
14878.66 



434300.18 

4337X3-1^ 
433 147^15 



449068.89 

448497.75 
447918.10 



4473f5>.53 
44^i?3-*4 

446228.03 



445664.28 
44^101.98 
444f4i*if 



LogSin. 

9.5^895815 

^^98^5535' 
9.9895*54 
5>.98945>73 



9.9894^91 
9.9894410 
9.9894128 



9.9893845 
5.5.893562 
9.9^93^79 



9-9^9199$ 
9.989271 1 
9.9892427 



9.9892142 
9.5891856 
9.9891571 



9.9891285 
9'9^9099^ 
9.9890711 



9.9890424 
5.9890137 
9.9889849 

9.9889560 

^.9889271 
9.9888982 



9.9888693 
9.9888403 
9.98881 13 



9.9887822 

9.9887531 
9.9887239 



Log. Tétn 

10.6542448 

10.6536473 
10.6530506 
10.6524546 

10.6518593 
10.6512648. 
10.6506710 



10.6500780 
10.6494857 
10.6488941 
10.6483032 

10.647713 1 
10.6471237 

10.6465350 
10.6459470 
10.6453558 

10.6447733 
10.6441874 
10.6436023 

10.643017^ 
10.6424342 
10.6418515 

10.6412690 
10.6406874 
10.6401065 

10.6395^64 
10.63 8546^^ 
10.6383681 

10.6377900 
10.6372126 
10.636635-? 



D 3 



dby Google 



g 



ï3 



Grad 



Sinus 



12^13 •4r 

2^^1.75? 
12580.13 

22608.4^ 
22^3éî.8o 
xz66s.i^ 

1272 T. 7p 
22750,11 



10 .1277844 
ji; 22806,77 
II' 12835.09 



ï3 
14 

ir 

ïé 

17 
18 

Ï9 
10 
21, 

21 

*4; 

XK 1^203.09 

16 I3i?r.38 
17 1 13159.^7 



Tang^ 

13086.81 

23117.46 
23148.11 
23178.76 



13109.41 
23240.07 
23270.73 



2330140 
23331,07 
13361.74 



13424.10 
134^4.7^ 



2u8^4ô 

23 54^.^7 

i3T77.f8 
13608.19 
13639-00 



22863.41 

llî^9l.7l 

11920.04 
12948.35 

119^^^.^^ 
1300^^.97 

13033.18 
230<t .59 ^ 

13089.89123731.1^ 

i - - -. 

13761.89 
2^92.62 
1^823,36 



236^9.711 
123700.44' 



23I18.I9 

2314649 
23174.79 



1; 854.10 
23884.85 
239X5.^ 

%%' 13287.9^ 23946.35 

^9. 1331^.25123977.11 
301 13344.54 t4007.87 



Sccans 




Log^Sin. 

9.3^20880 


102630.39 


i'02637.29 
101644.10 
102651.12 


9.3^1^34? 
9.3^31810 

^.3^371^4 


101658.05 
101664.99 
101671.94 


9.3541710 
^.3f48rfo 

p.3rnf82 


10167S.90 

101685.87 
ÏO1691.84 


9'$Sl9oo7 
9.3^^441^ 
9.35^9836 


10169^.82 
102706.81 
102713.81 


5> .3^7^240 
9.3^80637 
9.3^86027 


T02710.82 
IÔ1717.84 
101734.87 


9.35^14^^ 
9.3^2154 


10174I.91 
101748.9^ 
1017^6.01 


9.3<fîo75i5 
9.3^12870 
9.3^18217 


1017^3.09 
101770.17 
101777.16 


9.3^i3ff8 
9.3^18892 
>.3^34iï5> 


101784.3^ 
102791.47 
I017P8.5P 


9'3^39S39 
9.3^448^2 
9.3^^0158 


101805.71 
101811.86 
101810.01 


P.î^ff4f8 
9»ié6^SO 
9.3666016 


101817.17 
Î02834.34 
101841*52 


9*367^31^ 
9^3^76$^ 
9.î^«i8jr3 



Log.Tétn 

9-3633641 

9-3639^1 
9^6^Si1S 
9.36S0901 

9^36S66^1 
9.3662374 
9.3668100 ' 

9.3673^^9 

9.367913^ 
9.3685138 

9.3690937 
9.3696619 

9.37013 tS 

9.3707994 
•9.3713667 
^'371^333 

9.37249^1 
9.373064^ 
9.373^191 

9.374^^301 
^•3747^^3 
9.37^3^90 

9.37^8810 

9.37644*3 
9.3770030. 

9.377S6^T 
^.3781115^ 
9.3786815 

9.3792394 
9.3797969i 
9.38035I7 



dby Google 



7<î Grad. 



Sinus 

97437^ 
P7417.34 



^410.77 
^7404-^^ 
97197'^ 



97191^00 
971^-19 

P7377.78' 



Tang, 

43*î73-47 
432000.7^ 
43141^^ 



4308^^.74 
4302^1.36 
42p724u|0 



42^iy8.8y 
4285^4.7* 
4^803 i.5>p 

5^^7371.16 427470.66 
4^ ^75^4-n 4*^^10.72 



47 

4T 

44 
43 
4» 

41 
40 
3£ 

?8 

!f 

3r 
34 

5» 

51 
50 



973Si'^4 
^44>r8 
97337'9% 



97331 •^S 

973*4'S7 
^317.88 



424131.77 
413^80.0^ 
42302^.77 



P73iï«i8 
P730448 
97%97'77 



97^9lMi 
97*^-3^ 
97^77*5^ 



^170.84 
97^64^9 
97^$7*33 



4iS79S'Oi 
425235^.23 
424684.82 



422480,80 
421933.18 
421386.90 



420841,96 
4^o%9i.jS 
4i97Sé.o6 



97ifo.f6 
97143-78 
97%3^'99 



4S^iS'io 
41867^.4^ 
418137.13 



417600.11 
41706440 

y6y^9tp8 



Secam 

444T4t'i^ 

4435^81.76 
4434*3-82 
442867.31 

44*3 ii-H 
441758.19 
441206.37 



4406y5.jr6 
440106.16 
43P5f8.i7 



43^11.^8 
4384^6.38 
437^»x.T7 



437380.15 
43^839.10 
43629943 



43S7^i'^ 
43^**4.1^ 
434688.61 



4341^4.38 
433^*i-yo 

433<>^^-^^ 



43^^S9»77 
431030.90 
43x503.36 



430977-1 f 
430452.25 
4299*8.67 



429406.40 
428885.43 
4*8565.76 



Log.Sin. 

9.9887239 

9.9^^6947 
9.9^%66SS 
9.9886363 



9.9886070 

9.988577^^ 
9.9885482 

9.98^188 
9.9884894 
5^.98845^9 



9.9884303 
9.9884008 
9.9883712 



9.9883415 
9.9883118 
9.9882821 



te 



9882523 
J9.9882225 

|9.5>88i927 

Î9.9881628 
9.9881329 
9.9881^29 

9.9880729 
j 9.9880429 
9^9880128 



9.9^79827 
9.9879f*r 
9*9879**3 



9.9878921 
9.9878618 
9.9878315 



10,6366359 

10.6360599 
10.6354845 
10.6349099 

10.6343359 
10.6337626 

10.6331900 

10.63 261 81 
10.6320468 
10.6314762 

10.630906? 

; 10.6303371 
; T0.6297685 

; 10.629*006 
. 10.6286333 
• 10.628066^ 

10.6275008 
10.6269355 
10.6263709 

10.6258070 
10.6252437 
10*6246810 

10.6241 190 

10.6235^77 

rCH6229970 

10.6214369 

10.6218775 
10,6213187 

10.6207606 
10.6202031 
10.619646J- 



D 4 



y 



dby Google 



ï3 



Grad. 



Sinus 



»3344*f4 



i337>-82 
13401.10 

^348^P4 
2jn44i 

2'3U2t.48 

*3î^70.7f 
i3ypP.oi 

13^83.81 

1571*07 
13740.33 
137^8.59 



2379^.84 
13825^.10 
238^3.3^ 



23 881 .r^ 
13P09.84 
13 93 s. 08 



23i>^^.33 

^^9H*S7 
24022.80 

2405:1.04 
2407^.27 
24107.5:1 



Tang, 



24007.87 



14038.64 
2406^.41 

24I<^*I^ 



?;4i3o.97 
24161.76 

Mipi^rr 



Sccans 



24223.34 
24254,14! 
^4284.^4! 



I43rr75: 
24346.^6 

14377.371 



3^44o«.i9 
24439.01 
24469.84 

24500.67 
HT 62,35 



24624.05 
24654.91 



14685.77 
14716.63 
24747,50 



14778-37 
14809.25 
24840.13 



24135.74 24871.02 
241 63^96 14901 .91 
%4I9|..I9' 14^3^80 1 



02841.52 



02848,71 
02855.91 

02863 J1, 



02870.34 

01877.^7 
028^4.81 



02,?92.06 

C2S99.31 
02906.58 



02913.351 
01921.13 
02928.42 



02935.72 

02943-03 
02950.35 



02957-68 
02965.02 

02971-37 

02979.73 

02987. TO 

019P4.43 



03001.87 
03^09.27 
03016.68 



05024.10 

03<^.3^*53 
03038.97 



63046.41 
03053.88 
03061.31 



9.3681853 



9.3803537 



i?.3687iri 
^.3692363 i 
9.3697608 



9.3702847; 
9.3708679:. 
5''37i3304i 



9.3809100, 
9.3814655: 
9.3820205 

9,382574a 
9.3831285 
9.3836816 



^.3718513 

^1371373^1 

^.3718940 



5^.3734135» 
5>-3735>33i 
P.3744T17 

».3 749696 
9.3754868 
9..^76oo34 

^•3 765^94 
9.3770347 
5».377U^3 
9.3780633 
9.3785767 
9.3790894 



9.3841340 
9.3847858 
5'.3 8T3370 



9.3858876 
8.3864376 
9.3869865 



9.37960 r5 
9.380Ï129 
9.3806137 



^.3811339 
9.38P6434 
9.38li1'i3 



9.3826605 
9.3831682 
P.583675Î 



9.38753T6 
9.3880837 
9. 3 8863 ri 



9.385'i78i 

9.3897144 
9.3901700 

9.3P08151 
9,'l9il$9% 
9.3919034 



9.3924466 
9.3919893: 
9-193^1^ 



9.3940717 
9.3946136 

9.395riT3» 



9*19S691S. 
9^396i$%6 

^.3^^771* 



dby Google 



1% 

Te 
11 

*3 

21 

21 

xo 
19 

17 
i6 

If 

13 
12 

II 

10 

9 

7 

S 

4 

a. 

I 
o 



76 Grad. 



Sinus 



97^3^'99 



97x30.19 

97x13^39 
P72i6.y8 



97Z09'76 
97XO%,93 
97196.09 



5>7i8^.2î 
97182.40 
9717^^4 



412824.99 
412300.79 
411777.84 



97168.67 
97161.79 
^7i5'4.i>i 



97148.02 
97141-1* 
97i54.ii 



971*7.2^9 
97110,36 

P7I 13.43. 



97106^9 
97099.H 
97092.5r8 



97085.61 
97078.63 
97071.^5' 

9706^66 
970S7 66 
970S0.6S 



97043^3 
9703^.60 
970Z9>S7 



Tang. I Secans 



416529.98 1 4*^3 ^f '76 



4i59i?6.85 ^427847.38 
41^46^.01 (427330.19 
414934.46 141^814.49 



4T4405.19 426*9^.96 



4i3877.ii> 
4133Î0.46 



41 1256.14 
41073^.69 
410116,49 



409598.5'2 
409181.78 
408666.27 



4o8ifi.99 
407638.92 
407127.07 



406616.43 
406107.00 
405'55>8,77 



425786.71 
425:274.74 



424764.01 
4*415^4.^7 

413746.37 



41313P43 
41273 j .73 

421219.18 



421726.06 
411224.08 
420723.33 



420213.80 

41971^.43^ 
419228.40 



418732.51 
418237.85 

417744.3» 



40^091.74^ 4l7i5'i.io 
40458^.90; 416761.01 
.404081 .15' ] 416171 .14 



403T77.75> 415781*43 
403075.50 '415294.^1 
402574.40 414808.56 



402074,4^ 4143*3-3^ 
401575.701413839.39 
40i078/>9' 413356.55 



Lûg.Sin. 



9.9878315 



9.9878012 

9-9^7770% 
9.9877404 



9-9^77099 
9*9^7^794 
9.9876488 



9.9876183 
9.9875876 
9.9875570 



9^9%7SXé3 
9.9874955 
9.9874648 



9.9874339 
9.9874031 
9.9^737^x 



9.9%734l3 
9.987? 103 

9.987^793 



9.98724?2 

9.98721 71 
9.9871860 



9.9871549 
9.9871136 
5>.9870924 



9.9870611 
9.9^7019^ 
9.9^99^ 



9.9869670 
,9.9S69î56 
9.9869041 



10.6196463 



10.6190900 
10.6185345 

10.6179795 
» ■ 

10.6174252 
10.6168715 
10.6163 184 

10.6157660 
10.61 5 2 r42 
10.6x46630 

10.6141124 
10.6135624 
10.6130131 

10.6124644 
10.61 19 163 
10.6113688 

10.6108219 
10.^102756 
10.6097300 

10.6091849 
10.6086405 
10.6080966 

10.6075534 
10.6070107 
10.6064687 

10.6059273 
10.6053864 
104048461 

10.6043065 
19.6037674 
JO.6031189 



dby Google 



Sinus 



Tang. 



^I9l.ï9 11495^.80 



I 

Z 

2 
4 

T 
6 

7 
8 
9 

10 
II 

IX 

14 
iS 

16 
17 
18 

19 

10 

21 

11 

»3 
44 

i7 
*^ 

3Pi 



14110.41 
14148.^3 
14*7^.81 



1430^.07 

14361.^0 

H3^9'7i 
14417.p1 
14446.13 



»4474.35 
»4foi.r4 

14130^ 
Mrf8.P4 
145^87,13 
i46ir.3J 



M^43-îi 
14^71.71 
%é^699'90 



14728.OP 



1^96^.79 
24994-60 



^fof^^i 

ij«o87.34 
ZSu$,x6 



zn49'i9 
iTi8o.i» 
If* 11.06 



1^141.00 

I5i7i.>4 
iy303-85> 



*5'334-84 
1^36^.80 
^S39^'76 



I5'4i7.73 
îf4f8.70 
15'48^.<8 



1SSZ0.66 



i47T<^.i7'iîrfi.6f 
24784.4r! 15:^81.64 



14811.63 
14840,81 
14868.^^ 



148^7.16 

^49tS'33 
H9SS.50 



1^613.63 
1^644.63 

1^67^.63 



15^706.64 



14 Grad. 

SecanS 

10J061.35: 



103068.83 
103076.3» 
103083.81 



1030^1.33 
io3o^8,8f 
ic^ 106.3 8 



103 1 11 .47 
10311-P.03 



103136.60 
103144.18 
io3i5ri./7 



io3i5'P.3^ 
103166.P7 
103174.^^ 



103181.U 
I03i8p.8sr 
i03i5>7.5'o 



103^0^,16 
103111.81 
103110.^0 



103118.18 
10313^.88 
io3i4^fp 



1031^1.30 



14981.67 
25'oop.84 
1^038.00 



1^737.66 j io3i5r^.o3 
11768,68 103166.7^ 

2-179^.70 103274.f1 
1^830.73 j Î03 181.17 
25861.7611032^3 



Log.Sirr. 

^^38367^1 

p.3 841815 
5^.384^873 
5^.3851914 



9*1^16969 
^.3861068 
9.3867040 



p.3 871067 
9.3877087 
9.3 88noi 



p.3 887109 
p.3 891111 

p.3 89710^ 



i?.3 901096 
9.390707^ 
9.$9izof7 



9.3917018 
9.3911993 
9'39z69$% 



9.3931905 
9.393^851 
9.3941794 



Log»7an 

9.39^7711 



9*39730^9 
9-397^463 
^.35^83 830 



9.3999191 
9'3994S47 
9-399999$ 



p.4005140 
9.4010578 
^.4015^10 



9'^%i^37 
9.4016558 

94031873 



9,403718» 
p.4041486 
9.4047784 



9^1053076 
9.4058365 
94063644 



p.394<^7ip 
9.39$l6^9 
9.39$6S^i 



9^396^499 



9^069919 
^40741 89 
P.407P453 



9.408471» 
9*499996S 
9409511» 



9.-^100454 



9.J966410 1 9.4105690 
9.39713^^*9.4110911 



9.3976115, P4"^ï4^ 
9.3981 109 '9.41113^6 
9^99S996\9'4^^$S9l 



dby Google 



60 
S9 

S7 

76 
5r 

11 

n 
51 
yi 

^9 
48 

47 

4<? 
4T 

44 
43 

1! 
41 
40 



75 Grad. 



Sinus 



97o^9^$7 



970XZ.S3 
9701s ^2 

5>700i.3f 

^P^4«2'8 
^^87.10 



96973.01 
9696S. 90 



9691^.79 
969U>67 
96944>S4 



96937-^ 
969$o.xi 
969t$^09 



969TS.9% 
9690^.7$ 
96901. S 7 



96894.58 

9^887^8 

39 96879.98 



38 
57 



96871.77 

9^86f.ff 

5^ 968^8.32 

F 
34 
33 



3^ 
3^ 



968fi.o8 
96843,83 
96836.17 



96829.31 
96822.04 
96814.76 



Tang. 

401078.09 

400^81.6^ 
400086.3 e 
3PPy5>i.i3 



399099.14 
398607.39 
39811^.69 



397627.12 
397138.68 
3966^1.37 



39616^.18 
39l68o.li 
39r196.1i 



394713.31 
35^4131.^7 
3937T0.94 



393*71.41 
39179^.97 
39131^.63 



391839.37 
391364.10 
390890.11 



390417.10 
38994M6 
389474.29 



Secans 
4133^6.11 

412874.87 

41*394.3^ 
411914.98 



411436.71 
410919.67 
410483.74 



410008.93 
409l3f.i6 
409062.72 



408191.30 
408121.00 
407611.81 



407183.74 
40^716,77 
406210.91 



401786.11 
401322.49 
404819.92 



40439844 
403938.04 
403478.72 



389004.48 

388131.74 
388068.01 



403020.48 
402163.32 
j 402107.22 

401^2.19' 
4011981231 

40074f.3i| 



387601.42 
387131,84 
386671.31 



40029347 
399841.67 
399391.9* 



Log.Sin. 

9.9869041 

9*9^6^z6 
9.9868410 
9.9868094 



9.9867778 
9.9867461 
9.9867144 



9.9866827 
9.9866109 
9.9866191 



9.9861871 
9.9861113 
9.9861233 



9.9864IP13 
9.98641^ 
9.9864273 



9^9^639S^ 
9.9863630 
9.9863308 



9.9862986 
9.9U%663 
9.9^x3^ 



9.9862017 
9.9861693 
9.9861369 



9.9861041 
9.9860720 
9.9860394 



9.9860069 

9.9819741 
9.9819416 



Lûg.Tan^ 

10.6032289 

10.662691 1 
10.6021137 
10.6016170 

10.6010809 
10.6001413 
10.6000104 

10.1994760 
10.1989411 
10.1984090 

10.197876} 

I0.197344* 
10.1968127 

10.1962818 

I0.r9l7fi4 
I0.19111I6 

ro.1946914 
10.1941637 
10.19363 16 

10.1^1081 
10.1911811 
I0.1910147 

TO.I91I288I 
I0.I9IQ03I 
10.1904788 

10.1899146 
10.1894310 

10.1889079 

i -^,i- .. 

;io.l8<S38l4 
'10.5878634 
I10.18734Ï9 



dby Google 



5 

30 

31 
3^ 
53 

34 
3^ 
3f 

37 
38 

!f 
40 

41 
41 

43 
44 
45 

4^ 
47 
48 

49 
50 

1^ 
53 
54 

ff 

5^7 
58 



Sinus 



1^658.00 



ijrop4.32 
2^x12.48 



2^150.65 
15x78.7^ 

2^206.P4 



25:231.08 
2^2^3.23 

i5ipi.37 



^S37S'79 



15403 -5^3 
2^432.06 



2^48842 

2îrîi6.4f 
25544.58 



2^^72.70 
25' 600.82 
2^628.94 



256f7.of 
25^8^.17 
25713.28 



14 Gwd 



Tang^ 

2f86ï,7^ 



2f8p2.8o 
255>23.84 
2^914.88 



2598f.P3 
16016.99 
26048.0^ 



2607p.11 
261 10.18 
26I41.26 



26172.34 
26203.42 
26234.^1 



2626^.60 
262^.70 
26347.80 



263 y 8.P1 
26390,02 
26421.14 



z6^$i.i6 

2^483 .3S> 
265:14.5:2 



26^45.66 
26^76,80 
26607.^4 



*574i.35> 266^9 J09 
2S769.SO 26670.2f 
2^7^7.^0126701.41/ 

26732.^7 

26763.74 
267^4.^2 



25:821.70 
2f85'3.5i 
25'88i.po 



Sccans 



103290.03 



103391.88 
03399.79 
03407.70 



03297.81 
03305.55? 
03313-35» 



03321.19 
03329.01 
03336.83 



03344.^7 
03352.f1 
03360.37 



03368,13 
03376,11 
03383.99 



03411.63 
03423.16 
03431.51 



03435^.46 
03447.43 
03451.40 



[03463.38 
03471.38 
03479.315 



03487.40 
0^491.42 
03103.46 



03111.10 

03119.55 
03127,62 



Log^Sifi. 



9'39%S996 



9*3990^7^ 

9'399S7S4 
9.4000621 



9.400I489 
P.4010348 
9.4011201 



Log.Tan 



9.41261 81 



9.413 1789 
9.^1^699^ 
9.4142191 



9.4020048 
9^024889 
9.4029734 



9.40345^54 
9.4039378 



9.41473 8j 
9*4112170 
9.4157752 



9.4x62928 
9'^i6So99i 
9.4173261 



9.4178421 
M183180 



9.4044196', 9.41 887251 



9.4049009 
9.4013816 
9.4018617 



9.4193874 
9.4199013 
9.4204146 



9.4063413 
9.4068203 
9.4072987 



9.4077766 
9.40821^9 
9.4087306 



9.4092068 
9.4096824 
9.4101I71 



9.4106320 
9.41x1019 
9.411I793 



9.4120122 
9.4121241 
9^n996% 



9'^io9i'7S 
9.4214398 
Sf.^i9US 



9.4224628 
94229735 
94234^3^ 



9.4239931 
9.424I026 
9.42101 13 



9.4211x94 
9.4260271 
9426I342 



94270408 
9.4275469 
94:^80125 



dby Google 



? 






75 Grad. 




9 

5 


Sititts 

96SiJ^76 

5>68o7.47 
^800.18 


Tang- 


Secans 


Log.Sin. 


LognTan. 


30 


386671.31 


399391.91 


9*99$9^i6 


10.587341^ 


*7 


386207.81 

39S7AS'37 
385183.96 


3^85?44.ii 
3984516.54 
398049.91 


9.98^9089 
9.^858761 
9.9858iB4 


10.58681 IX 

10.5863007 
10.58^780^ 


»4' 


5>^8f.f7 
9677^.1$ 
96770.91 


384813.58 
384364.14 
$^9oS.9i 


397604.31 

397159.75 
3^6716.11 


9.9858106 
9.9857777 
9.9857449 


10.5851617 
10.5847430 
10. 5-841148 


s: 


9676^. S 9 
967S6.z^ 
^^748.88 


383448.61 
1%199^'33 
38i537x>7 


396173.69 
395831.19 
395391.71 


9.9857119 
9.985^790 
9.985^460 


10.583707X 
10.583 i^i 
10.5816735 


18 


96741-52. 
5>6734-i> 

967^6.77 


381081,81 
38161M7 
38^^177.33 


394951.14 
394513.79 
394076.33 


9.9856119 
9.9855798 
8.9855467, 


10.5811571 
io.58i64K> 
10.5811171 


Î7 
If 


967J9.3S 
96711.99 
9670^.19 


380716.09 
380175.85 
379816.61 


393639.88 

393104.43 
391769.97 


9.98T5135 
P.9854803 

9.99S^7i 


10.5806116 
10.5800987 
10.579581* 


13 
1% 


96697*19 
966%9'76 
966%%.ll 

9667^.90 
96667,^^6 
96660.01 

966n.Si 
966j^.o^ 
96617.60 


379378.35 
37893 1.05> 
378484.81 


391336.51 
3^1^04.03 

391471.54 


9.9854138 
9.9853805 
9.9853471 


I0.5790715 
10.5785^2 
10.57^85 


II 

10 

9 


37803P.51 
377595.19 
377151.85 


35^1041.03 
3^0611.50 
3^183.^5 


9.9853138 
9.9851803 
P.9851468 


10.577537'- 
10.5770165 
10.576516* 


8 
6 


376709.47 
376168.07 
37^817.63 


389756.37 
389319.76 
388904.11 


9.9851133 
9.9851798 
9.9851461 


10.5760065 

10.5754974 
10.5749887 


S 

4 
3 


966^0.1 z 
966iz.6^ 
9661S.IS 


375388.15 
374949.63 
374511.07 


388479.43 
388055.70 
387631.93 . 


9.9851115 
9.9^07%9 
9.^850452 

9.98501 14 
9.9849776 
5^.9849438 


10.5744806 
10.573972.5^ 
10.5734658 


2 
I 



96607.61 37407^.4^ 
96^00.10 3736*3^.80 
96$ 9^*$^ 373105.08 


387111.11 
386790.15 
386370.33 


io.57*95f» 
10.5714531 
10.5719475^ 



dby Google 



I 



.0 

I 

2 

4 
S 
6 

7 
8 
9 

10 

II 

12 

13 
14 
IT 

i6 

17 
x8 

19 
zo 
II 

»3 

29 
30 



[5 Grad 



Sinus 

21881. ipo 



%S9K>»oo 
iS9j^.iQ 
15966A9 

255>5?4.28 
26o2t-.37 
»6ofo.4f 



26078.53 
2610^.61 
26134.6^ 

26162*77 
26i^.8y 
26218.^2 

26246.^5^ 

26175.66 
26303.12 



Tang. 

267^4.^2 

26826.10 
26857.28 
26888.47 



2691P.67 
26^50.87 
26^82.07 



27013.28 
27044^5? 
27075.71 



27106.^3 
27138.16 
27i6ywf0 



17200.64 
17231.88 
27263.13 

272P4.3I 
27325.64 



16331.18 
26359.24 
16387.301 27356.5«> 

27388.17 



26415.36 
26443.42 
26471.47 



*64^.5^ 
265t7;57 
16555. -61 



174I5?.44 
27450.72 



17482.01 
27513*30 
27544-5P 



16583.65 
1661 i.6p 
2663P.73 



16667.77 



16695 «81 27701.13 



16713.84 



17575.8^^ 
17607.-19 
27638.50 



17669.81 



2773*45 



Secans 


1 


LêgSin. 


103517.61 


94119961 


103535.69 
103543-78 
103551.87 


9.4134^74 
9.413^381 
9.4144081 


103559.98 
103568.09 
103576.11 


94i4877« 
941534^8 
9.4158152 


103584.35 

io3592wf9 
103600.65 

103608.81 
163616.99 
103625.17, 


94162832 
9.4167506 
9.4172174 


9.4176837 
941 81495 
9.4186148 


103633.37 
103641.57 
103649.79 


9.4190795 
9.419543^ 
94200073 


103658.01 
103666.15. 
103674.49 


^4204704 
9.4209330 
9.4*i39fo 


103681.75 
Ï03 691.01 
103699*19 


94118566 
94*^3176 
9.4227780 


103707-57 
103715.87 
103714.17 


9.4232380 

94*3<^5»74 
9.42'4ï563 


103731.49 
103740.81 
103749.15 


^4246147 
94*^0726 
94155299 


163757-50 
103765.85 
103774.11 


9A^59U7 
94*64430 
94^8988 



LêgH'an 

9.4180525: 

94185575 
9.4190611 
9^%9S66i 

94300697 
94305717 
9.4310753 

P-43I5773 
9.4310789 
9431579^ 

94330804" 
P.4335805 
9.434080a 

^•4345791 
94350776 
^.4355757 

9.43<^073J 

9.43^5^704 
94370670 

9»^S7S6$i 
94380587 
9.4385538 

9.43^048^ 
9.43954*^ 
9.4400363^^ 

9.j^S%9S 
9441011* 

9.4415 I4f 

••' ■ ■ " ■ 
9.441606 1* 

9.441497^ 
94419883? 



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1 






74 Grad. 1 


6Ô 

19 

J8 

î! 

fS 

11 

S3 
$1 

yi 

SÔ 
49 
48 

47 
46 

11 
44 
43 
4» 

41 
40 
35> 

38 

37 

!f 

3f 
34 
33 


Sinus 


Tang. 1 Scïcans 


9.9849438 


Log.TaPL 


^65r5>».j8 


37310^.08 


386370.33 


10.S71947I 


^l8r,05r 
9éS77*Si 
96S69.96 


37x771.31 
37*338.47 
371P06.J8 


385^1.31 

385533-3» 
385116.11 


9.9849(^9 
9.9848760 
9.9848420 


io.57i44if 
10.5709379 
10.570433^ 


96S6z.^ 
96SS4.2$ 
96S47a6 


37147^.^1 
37104$.$% 
370616.4% 


384700.05 

384184.8X 
383870.51 


9.9848081 
9.9847740 
9.9847400 


10.5699303 
10.5694273 
10.5689247 


96$Z9M 
96$3i.o9 
96SZ4^49 


370188,30 
36^61^3 

3^^334*^^ 


3834^7.13 
383044.67 
381633.13 


9.9%4ioS9 
9.9846717 
5^-^846375 


10.5684227 
10.5679211 

10.5674201^ 


9éSi6.n 
96S09A7 
96S0U6S 


36^909.17 
368484.75 
369o6i.ï$ 


382122.51 
381812.80 
381403.99 


9.9846033 
9.9845690 
^.^845347 


10.S669196 
10.5664195 
io.56f9K>a 


96494*01 
96466.3^ 
9647S.73 


3^^3US 
367116.6s 
3^^79S*7S 


380^6.10 
380589-11 
380183.01 


9.9845004 
9.9844660 
9.9844316 


10.5654109^ 
iOi5649224 

I0.5644H3 


^471.07 
96463^1 

9é4SS*74 


3^637S.7$ 
3^S9S6.6S 
3^^8.44 


379777.81 
379373-Ti 
378970.11 


^.^843^71 
9.9843626 
9.9843281 


10.5639167 
10.563419^ 
io.56i5^3cr 


9644S.06 
^440.37 
964SZ.67 

96414^97 
96417.16 

96409^S4 
96401.21 
96394-07 
963S6.33 


36T111.11 
364704,67 
364189.1 1 


378567.60 
378165.96 
377765.11 


9.9841P35 
9.9842589 
9.9842142 


io*s 614369 

10.56194Ï3 
10.5614461^ 


36387444 
36^460,64 

3^3047.71 


377365.3T 
376966.36 
376568.14 


9.9841895 
9.9841548 
949841200 


10.5609515 
10.5604574 

10.5599637 


36263^^6 
361114.47 
361814.15 


376171.00 
375774-61 
175379.11 


9.9840852 
9.9840503 
9.9840154 


10.5594705 
10.558977» 
10.5584855 


3» 


96379.SB 361404.69 
96370.91 360996.09 
96363.0s \ 3605^%,^$ 


374984-47 
374590.68 

374197^5 


9.9839805 

^ 9.9839455 

9.9839105 


10.5575^5338 
10.5575025 
X0.557011/ 



dby Google 



31 
3* 
33 

34 

37 
38 
39 

40 
41 

43 
44 
4^ 

46 
47 
48 

4^ 

yi 
y* 

53 

II 

f8 

fP 
60 



M 



Grad. 



Sinus 

26713.84 



16711.87 
2677^.8^ 
16807.^1 

»^83f.^4 
16863.96 
16891.98 



16910.00 
16948.01 
16976.01 

17004^)3 
17031.04 
17060.04 

17088.0^ 
i7ii6.oy 
17144.04 



17171.04 
17100.03 
I7ii8/>i 



171J6.01 
17184.00 
17311.98 



i7339'96 

*73^7.^4 
^7395 '^ 



17413.90 
174^1.87 
1747P.84 

17107.81 
l7r3^78 



Tang . 

»773i4y 



17763.78 
17791.11 
17816.46 



17817.80 
17889.11 
17910.10 



17911.86 
17983.11 
18014.19 



18041.97 
18077.3J 
18108-73 



18140.11 
18171.11 
18101.91 



18134.31 
18161,73 
18197.11 



18318.17 
18319.99 

183 91 w^ 



18411.86 
18414.30 
18481.71 



18117.10 
18148.66 
18180.11 



1861 1.19 
28643.06 

171^3 «74, 18674.M 



Sec^ms 

03774^1 



037^1.60 
03790.9» 
03799.38 



03807.79 
03816.11 
03814.63 



03833.07 
03841*11 
03849.98 



03818.^ 
03866.91 
03871.41 



03883,91 
03891^^1 
03900.94 



03909.47 
03918.00 
03916.11 



03931.11 
03943*^8 
03911.16 



03960.81 

03969.4Î 
03978.06 



03986.69 
03991.3» 
04003.96 



0401^.61 
04021.17 
04019.94 



9.4168988^. 



94173H1 
9.4178089 
9.4181631 



9.41871^5? 
9^291701 
9.4196118 



9.4300710 
9^301167 

9'^$09779 



9.4314186 
9^318788 
9.4313^81 



9-43^7777 
9^^331164 

9.433^74^ 



94341113 
5>434î^i>4 
9^^310161 



94314^13 
94319080 

9.43^353* 



943^7P8q 
94371411 
5>.43768l9 



9.43811PÎ 
9438171^ 
9.43P0141 



9.435^45^0 
i>.43 5>897J 
9.4403381 



94429883 



9.4434786 
9.443^81 
9A^m^79 



9.444^46g 

94454351' 
^445^32^ 



944^4107' 
94468978 
9.4473843 



9.4478704 
944831^1 
9.4488413 

944^31^ 
9.4498102 

94501940 



y.4507774 
9.4112^02 

9.4517417 



9.4I11146 
9.4117061 
94531871 

5^.453^78 
P.454H7P 
9.4546176 



94II1069 
5>45558l7 
94160641 



9.4161410 
94570194 
9.45745>^4 



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5 

B» 
30 

18 
i7 

lé 
25 
14 

*3 
11 
11 

ao 

18 

17 
lé 

14 

13 
II 

II. 
10 

"8 

7 

4 
3 

I 



74 Gfad. 


Sinus 


Tang. 


Secans 


CogéSiffè 


LogéTafti 


^63^3.05 


360588*35 


374197.75 


9.9839105 


10.5570117 


^35^*7 

5>é347-48 
96339^69 

96331.^9 
5>63i4.o8 
y63 16.16 


360x81.46 
3W7J.43 

355^370^4 


373805.68 
373414.46 
373014.09 


5^.5*838755 
9.9838404 
9.9838051 


10.5565114 
1045560315 

îo*55554*I 


3î 85*65. i?o 
3Î856M1 
358x5^.75 


37*634-57 
37*145.89 
371858.05 


9*9^7701 
5^-^837348 
9.9^6996 


10.555053» 
10.5545648 
10*5540768 


^6308.43 
^^6500*55? 
96%92,.7S 


3r77f7.5>4 
3S73S6.96 
3S69S6SI 


371471.05 
371084.^ 
370699.56 


5>.y%6643 
^.5*36196 
5^.5^5^6 


10.5535893 
10.5531014 
10.5516157 

*o.55îii96 
10.5516439 
id.55ii587 


96x^.90 
9é%77A4 
96x69^7 


3T^Î57-45^ 
356159^ 
3^î7^ï-33 


370315.06 
3^9931.39 
3^P548.54 


P.^3558i 

19.9835**7 
^.983487$ 


96261*30 
5^*^3-4» 
96i^S^S3 


355364.4P 
3U96%^ 
SS^f73'^S 


369166.^% 

36^785 .3» 
368404.5^ 


9.98345Ï7 
P.5>834i6i 
9.9833805 


io.5506740 
ÏO.5501898 
10.5497060 


9623743 
96%^9>7Z 
y6iii.8o 


3M178.86 
3537*^8 
3f33itt-Ti 


368015.^ 
36764^.60 
367i6E^- 


9.P833449 

9^9233091 

, 9.^t73S 


10.549***6 
10.5487^98 
10.548*573 


j>6ii3.87 
P6i05.5>4 
961^8.00 


3530P0.54 
352^09.38 
35iiiy-oi 


366891.51 
366515.18 
3^6139.64 


9.5^831377 
9.9831019 
9.9831661 


10.547775^4 
10.547*939 
10.5468118 


péi9o/>5 
961HJ09 
9617^.13 


3fi8iywf6 
351440-70 
351052.73 


365764.^1 
36S390.97 
365017.83 


9.983 1361 
9.983094* 
9.9^0583 


10.546331* 
10.54585*1 
10.54537*4 
10.5448^1 
1Ô.5444143 
10.5439359 


96166*16 
^158.18 
^150.19 


350665.55 
3K0179A6 
U9»93>S6 


364645.48 
364*73-5'» 
3^3903,15 


9.P830113 
9.98*986* 
9*98*9501 


^141.1^ 
^6134* 18 
96i%6ét7 


34P508.74 
349114.70 

348741*44 


363533.16 
363163-95 
3^*7^5.53 


9.98*9140 
9.5>8*8778 
9.981841 6 


10.5434580 
10.5419806 
10*5415036 



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s 






itf Grad. 




Sinus 


Tang* Secans 

18674.^4 i«>40*5>.P4 




L0g.Sin. 


Log.Tan 


o 


175^3 -74 


9.4403381 


94f74^4 


I 
1 
3 

4 
S 
6 

7 
8 

9 

lO 

II 

14 
If 

lé 

17 
i8 

15> 
10 
11 

11: 

H 

M 

1^ 
i7 
Î8 
iP 
3û 


^75 91*70 
17619.6$ 
17647-61 

1767^.56 
17703. S^ 
1773 X.47 


1870^.01 
i873Mi 
i$769M 


104038.^3 
104047^1 

iO40fé.oi 


9.4407784 

9.44i»i8i 
94^657^ 


P4J7^o 
94T84491 
9418^48 


17800,50 
x883t/>i 
i?8é3.5i 


1040^4.73 
104073^^ 
104081.19 


944*09^1 
944*r345> 
9-HiP7i8 


94^94001 
94^9874^ 
9.4^49*^ 


»77T5^^i 

17787.3^ 
X78if.30 

^7843 -M 
17871 #18 
*78^5^,ii 


18895.03 
i8^6,5f 


104090.94 
104099.^9 
i04ioMf 


94434103 
9443847* 
9444*837 


9.46o8i3x 
94^i*P^7 
94^17^97 


t%^9^i 
%9Gii^ï4 
^'9oS%.69 


1041^7.13 
i04ii6,ox 
iQ4l^34.gi 




9.44471^7 
9.44nTf3 
944y5^^4 


94^114*3 
9.4^7x41 
5>4^i863 

94^3657^ 
94^1185 
94^4f5>9o 


i7in;î,04 

^795^97 
179^1*90 


%9C%4.13 
19115.78 

W47.34 


104143.^1 
10415*.-^ 
1041^x^6 


\ 


94460150 
944^45^^1 
944^89x7 


18010.83 
1803 8.7Î 
180^.67 


1^178490 
19*10.47 
19141^5 


10417009 

104178.94 
104187.80 


5*44731 J^ 
94477T86 

94481^^ 


94^f069Q 
94^55386 
9.^6007« 


*8py4*î5^ 
l8iii.fi 
18150.41 


19*73 -^3 
19305 Jki 

1933^.80 


104196J67 
104105.54 
10411443 


9448^117 
944W40 
9.44^484^ 


94^4765 
94^9448 
9.4^7413^7 


^8178.33 
1810^.14 
18134.15 


^9399.99 
%9J^i.6o 


104113.3J 
104131.14 
104141.1e 


9M99i$3 
94T0345* 
^^f07747 


94^8801 
94^83473 
94^88139 


18461.05 

i^^9^9S 
18317.85 

2.8345.7^ 
A8373-64 
18401.53 


19463.11 
I94y4.83 
%9Si6.4S 


104150.09 
104159.03 
104167.98 


945^1*037 

94^^3*1 
94^*0603 


94^801 

94^P74f^ 
9.47011 II 


i95f8/>8 
19^89.71 

i9<^M.3f 


104176.94 
104185.91 

104194.89 


941*4879 
94f*9i5i 
^•4«34i8 


9.47067^ 
94711407 
9.47X^4«| 



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58 

56 
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49 

48 

47 
4^ 

?! 
44 
43 

!£ 
41 
40 
5^ 

38 

57 

!f 
35 
34 
33 


>5 Grad- | 


Sinus 


Tang. 


Sccans { j 


LogiSin* 


Lbgrtéin. 


y6i*6.i7 


348741.44 
348358*96 

347977.*6 
347J96.3I 


361791.11 




9.98*8416 


10.5415036 


96118.15 

96110.11 
96101 x>8 

96094^3 
96085*98 
96077*9* 


361417*88 
36*061.01 
361694.96 


9.93*8054 
9.9817^91 
^.9817318 


10.5410170 
16.5415509 
10.54Ï075» 

10.5405999 
10.5401251 
10.53^6508 


347*16*16 
34683^.76 
146458.13 


36131^.57 
360965.01 
366601.11 




94^816964 
9.9826600 
9^9816136 


960(^-85 
96061.77 
9605$ ^68 


346080.16 360138^8 
341703.15:31^^-^ 
3413*^*79(315^14.3^ 


^.9815871 
9-9815506 
9.98*5140 

y.9814774 
9.98*4408 
.9.9814041 


10.5391768 
10.5387033 
10.5381303 

10.5377177 
10.5372855 
10.536813; 


96045.58 
96037.48 
^60*^.57 


344911**0 

34417^*31 
344101.16 


319113-63 
318793*6* 
318434^37 


96611.15 
96013*11 
96004.98 


343«»8.9i 
343416.31 
343084.46 


358075.86 
3577i8.i<> 
357361.08 




9.9813674 
9.9813306 
9.9811938 


.10.5363414 
10.53 5 87ÎI 
10.5354010 


9199(^.^^ 
9S9^^i69 
95980.53 


34*n3.34 
34^34*.^ 
34^973.33 


357004.81 
356649.*8 
356194.48 


9.9811I69 
9*9811101 
9.98*1831 


10.5349310 

10.5344614 
I0.533f99ii 


9597Î.36 
^5964.18 
9T9T6.60 


341604.43 
541236.16 
340868.81 


355940^4* 
311187*10 
355*34-10 


9.98*1461 
9*9811091 
p.9810711 


io.5335*3T 
10.533055* 
10.5315873 


91947.81 
9S9S9*6î 
9$ 931.^ 


340501.10 
340136.11 
335770.81 


35488i.63 

354531.45' 
354181.67 


9*98*0351 
9.9819979 
9.9819608 


10.53*1198 
10.53 i65*t 
10.5311861 


9f9*3.ï8 
95914-95 
95905.71 


339406.31 
339041.49 
338679.38 

338316.99 
337951.31 
337194.34 


35383 1.3'8 
3l348*-4o 
313ï34.»4 


9*981923^ 
9.^18863 
9.9818490 


10.530719^ 
10.5301541 
10.5197888 


'3^ 


9Î 898.48 
95890.23 
95881.97 


351786.60 
352439.77 
351093 ;65 


9.9818117 
9.9817744 
9.9817370 


10.51^138 
10.518859^ 
10.5*8391* 



dby Google 





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3^ 
3» 
33 

34 
35 
3f 

37 

38 
3f 
40 
41 

î! 
43 
44 

4^ 
46 

47 

4i? 
fo 

Î3 

56 

S7 

J8 
60 


16 Grad. 


Sinus 


Tang. 


Secans 




L0g.Sin. 


Lêg.Tan 


28401.53 


2^621.35 


104194.89 


5>4f334i8 


94716048 


1842P.41 

28457.31 
28485.20 

18513.08 
18540.96 
18568.84 


Z96S1.99 
29684.64 
29716.30 


104303.88 
I04}i2«89 
104321.90 


y-4f3768i 
9^Um9 
9»4U^^9i 

9.45T0441 
9.^54^86 
9.^S1^6 


94720685 
94725318 
94729947 


29747^ 
29779.^2^ 
29811.19 


104330.92 
104339.95 
104349.00 


^4734T7i 
9^73919^ 
9.474380H 


18596.71 
28614.58 
2865iwf5 


29842.97 
29874.65 
2990644 


iO4358.0f 
104367.11 
104376^9 


94T63161 
9^67^99' 
94^71^1 8 


94748421 
9.47^302^ 
3'47y7^33 


18680.31 
28708.19 
18736.05 


29938.93 
^9969*7^ 
3000144 


104385.18 

1043^4-37 
10440348 


94T75840 
9.458oc^8 
94Î84271 


94762233 
9^7^62x9 
947714*1 


28763.91 

28791.77 
28819.63 

28847.48 

28875.33 
18903.18 

28931.03 
28958,87 
28986.71 

290i4.ir 

29041.39 

19070.11 

19098.05 
19115.88 
29153.71 


30033.15 
30064.86 
30096.58 


10441**5^ 
104411.71 
104430.86 


9.4588480 
9.4^92684 
94yp^884 


9477600^ 
9.478059a 
9478517a 


301 28.3.1 
30160.04 
^0191.78 


104440.01 
104449.17 
104458.33 


9.4^01079 
94^05170 

94^94^^ 


9.4789748 

^•479431^ 
94798887 


30ÎI3.51 

30z$$^%7 
30187.03 


104467.51 
104476,70 
104485^ 


94613^38 
9.4617816 
9.4^21989 


94803451 
9480801 1 
94812566 


30318.79 
303^5.5^ 
303*2.32 


104495.11 

114504.33 
I045fj.57 


94626158 

9.4^^303*3 
94^^34483 


94817118 
94821666 
94816210 


30414.10 
3044f-88 
30477.^7 

305094^ 
30541^^ 
30573 x>7 


J045ii.8i 
104531.06 
104541.31 


94^38^35» 
94^^42790 
94^4^938 


94830750 
94835286 
9.4835>8i8 


19181.53 
19209.35 
29237.17 


104550.60 
104559.88 
104569.18 


94^51081 
94^5^219 

9^SW3 


9484434^ 
9.4848870 

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%9 
^8 

i? 
%6 

^3 

XI 

%o 
J9 
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17 
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14 

IX 
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lO 

9 

's 

7 

1 

4 

X 

I 
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Sinus 

91^1*97 

PJ873.70 
9$U$.^ 
9f8î7.if 



Tang> 

337y5>4>34 

337»34-o8 
336874.^3 
336fif^8 



73^ Grad. 

Secans 

3510^3.6^ 



^848.86 
^840.5:6 
^^831.21 



5^^813.^4 
^8i5.6i 
95^.^9 



9S79^^ 
9S790^ 
9S7^^'^S 



9S773'^9 
9f76S.Sz 
9f7T7-i4 



Skf748.7î 
5^740.31 
9S73^-9$ 



9S7^3'S^ 
Pf7iT.i* 
91706^9 



9$6%9.%l 
9i6Si^6 



9S67%.9o 
9S664i^ 
9^éSS.91 



^647^7 
Pf638.p8 

^^30.43 



33^1^7-53 
331800.08 

33^443-33 



33^087.28 
334731.^1 
33«77.i4 



35^1748 
3Si¥>$ 
3UOS9 



3S07i6.ii 
3^0373.6^ 
3^003 i.7f 



349é9o.SS 
34P3^o/)4 
34^10.23 



334013^26 
333^69^97 
3333^7-3^ 



,348671.10 
j 348332.67 
347PP4'5'» 



3325>6f.43 
332614.15? 
332263.62 



33W3-73 
331564.^2 
33i2if.p8 



330868.11 
33of»o.pi 
330174.38 



32^828.^1 
325^483.30 
32P138.76 



3287i?4.87 
3284]ri.64 
52810^.07 



327767.1 f 
327411.88 
3i7o8f.26 



3476T7.8I' 
3473»tJ|6 
3465^85.76 



3466^0.73 
346316.37 
345^81^^ 



345645^.6^ 

345317^5 
344985.68 



344654.67 
3443*4-33 
34^^4.^5 



343^^ -^3 

343337.^7 
34300^.56 



342681.51 
342356.11 
342030.36 



9*9^17370 

9'9^i6991 
9»9^i66io 
5^.^816245 



5>.^8i5870 
p.5>8i545?4 
9.^815117 



p.5>8i4740 
^.9814363 
9.9813986 



9.981360S 
9.9813119 
9.^12850 



9.9812471 
9.9JH091 
9'9iii7ii 



9.9811331 
9.9810950 
9^9^10$ 69 



9.9810187 
9.9809805 
9.98094^3 



Log.ToH 

10.5283951 

10.5179315 
10.5174682 
10.5170053 

10.5165428 
10.5160808 
10.525619» 



9.9809040 
?.9t8o8657 
9^9808173 



9.9807889 
9.9807505 
9.9807110 



.9806735 
.9^063^9 
.9805963 



10.5251579 
10.5146971 
J0.5141367 

10.51377^ 
10.5 233 171 
10.5128579 

J0.5 123991 
20.5x19408 
10.5x14818 

10.5210152 
10.5205681 
JO.5201113 

10.519654^ 
10.51^1989^ 
10.5187434 

10.518188X 
10.5178334 
10.5173790 

10.5169150 

10.5164714 
ÏO.5160182 

io,5 155^54 
10.5151130 
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1 


17 GracL j 


Sin\is 


Tang. 


Sccans 


• 


Log.Sin 


Log.Tan 

P.48533W 

^.485-7907 
9.48624151 
9.4^669^8 


o 


j *i?i37.l7 


30573.07 

30^4.88 
30^36.69 
32668.5:1 


104569.18 


9^^59353 

94^63483 
9.4^7609 
94^71730 


I 

% 

2 

f 
6 

7 
8 
9 


Z926^99 

»9376^3 
1^404-03 

»5»43i.83 
»^4f9^3 
»P487^3 


104578.48 
104587.80 
104597.12 


30700.34 
3073^.18 
30/64.02 


104606.46 
104615.81 
104^^25 .16 

104^34.53 
1045:43.91 
104653.30 


9.4675848 
9^79960 
9-^684069 

9.4688173 
^.4692*73 
9.4*^3^^ 
9.4700461 
9.4704548 
9.4708631 


9.4871433 

5».4875933 
9^^880430 


3079^.86 
3o8;.7.7i 
3o8f9.T7 


9.48^4^24 

9.4889413 
9.4893898 


ïi| ^9U$or 
X% *9fT0.8o 


3089T.43 

309>3.30 
309KS'i7 


104662.70 
10467 VII 
104^81.53 


9.48983 8q 
945^02858 
9.4907352 


i3 

17 
i8 


»^98.T9 

29616. ^Z 
%9éS^.ië 

%96Zï.s^4 
19709.71 
%9737'^9 


30987.05 
31018.93 
31050.82 


1046^.96 

i047«X4O 
104709.86 


9.471 2710 
9.4716785 
9.47V>8f6 


9.4Pii8o^ 
9.4^16269 
9.49*0731 


31082.72 
31114.6^ 
31146.53 


104719.32 
104728.7^ 
104738.28 


9A7M9X2 
9.47*8985 
9.4733043 


9-4925 TSKi 
9^929^4^ 
9^49^4097 


Î9 %97^.z6 


31178.44 
31210.^6 
31242.29 


«04747.77 
I04757.*8 
10476^.79 


P.4737097 
9.4741^4^ 
9.47451^* 


9.493854^ 
9.4^^1988 
9.45^7429 




»f84R.ffî 
2987^.?* 
29904.08 

29931^84 
^99^9.19 
19987.3 A 


3ï*74.n 
31306.16 
31338.10 


104776.3» 
104785.86 
1047^.40 


9.4745^34 
^.4713271 

9.47T7304 


9^951865 
9w|9T629« 
9^960727 


»7 

li 
5^ 


31370.05 
31402.00 

3 1433 -5»^ 

514^5.93 
314^7.90 
315*^.88. 


104804.96 
104814.53 
104824. IX 


9^76^34 
9.^6f3S9 
9^7693^0 


9^9éUU 
9*4969f74 
9*4973991 


jooTf.09 
30042.84 
30070.^8 


104833.70 
IQ4843.30 
104852.91 




9.477335^6 
9.4777^9 
9.4781418 


9.4978406 
9.4982816 
9.49^7tlJ 



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6o 

S9 

S7 
16 
SS 

U 



71 Grad. 



Sinus 

9S6so^% 

9l6i^A1 
9S6o^.9t 



9SS96.S9 
91S^7'^S 
9SS79'3^ 



^570.74 
91Séz.i7 
9$m^ 



Tang. 

31708^.16 
^i67^S'Z9 

3*60^7.18 



31^719.14 
3if35?i.84 
SzSoSS.o% 



3i47i8.p^ 
3*438^.46 
314048.60 



To^54r.oi 
49] 9S 136.^3 

48 i>rf ^7.85 



47 

4<^ 

H 
44 
43 
4» 

4» 
40 

!f 
58 

!f 

$s 

34 
33 

3^ 
31 



'3*3714.38 
313380.78 
313047.80 



^fi5.2i|3*»7ir.4^ 
9yfio.61j3w383.73 
9SS01.99 3ztoS%.63 



9^493.36 
^484-7* 
95^476.07 



^4^«4» 
^4^8.7^ 
^4^0.09 



^5^44141 
^43»*7* 
yf4H.o3 



Pf 411.33 
9f4oé.éx 



3*l7il.If 
3»r39z.i8 
31T063.04 



31073440 
310406.38 
310078.97 



31975^1.17 
3i94if.p8 
319100.39 



318771.40 
3184^1.01 



9S397'9Q 318117.14 



PT389.17 
^3^-43 
9f37l*69 



317804.06 
317481.47 
l3^7iîM8 



Secans 

341030.36 

341705^.16 
341380.80 

34io5'6.99 



340733-^1 
340411.30 

340089.41 



339768.16 

335>447.r4 
33^i»7.îr 



338808.10 
338489.48 
338171.38 



33785-3.91 
337^37.07 
337110.84 



33690^.14 
336^90.16 
336175.89 



335:961.14 
335^649.00 
33y33«-47 



33foi4.fy 

334713 -M 
3344di.f4 



334091.44 
333781.94 
333474.05 



3331^5^*75 
331858.05 

331550-95 



9.980^963 

9.9805577 
9.9805190 
9.9804803 



9.980441^ 
9.9804017 
9.9803639 



9.9803 ijo 
9*9801860 
9.9801471 



9.9801081 
9.9801690 
9.9801199 



9*9800908 
9.9800516 
9.9800114 



9 '979973% 
9*9799339 
9*979^^ 



9'979%SS% 
9*979tiS% 
9*9797764 



9^9797369 
9*9796973 
^9-979617^ 



9*97961%% 

9*97^S7^ 
9*979$ i^ 



9'979499t 
9*9794193 
11*9794^91 

E 4 



t^^g*Tétn. 

10.5146610 

10.51410^ 
10.5137581 
10.5133071 

10.5128567 
lo.f 1240^7 
I0.5II9570 

I0.5II5076 
10.5110587 
10.5106101 

10.510161a 
10.5097142 
îo.yo9i668 



I0.5<«8i98 
10.5083^31 
10.5079269 

Ï0.50748JO 
îô.f070354 
ïo.5065^3 

iM^6i455 
10.5057612 
yo.5^i5ri. 

10.5048135 
10.5043701 

î0.f<]^9»73 

I0.5c^4M 
ÎO.5O304K6 
io.5oi6ô«P 

io.50iJ5^4 
ÏO.5017184 
10.5011777 



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5» 
J3 

?4 

$6 

37 

38 

!^ 
4P 
41 

4* 

44 
4f 

4<^ 

47 

49 

io 

Î2 

f3 

58 

S9 


17 Grad. 1 


Sinus 


Tang. 


Secans 


' 


Lûg.Sin. 


Log.Tm 


30070.Ç8 


31^29.88 

3if6i,86 
3i193'9S 
3i6zS.Ss 


1048^2.91 


9^^781418 


9^^7^i3 


30098.32 
30125.06 
301J3.80 


104862.53 
104872.17 
1Q4881.81 


9.47854*3 
9.47894*3 
947934*0 


9^91616 
945^96026 
9.5000422 


30181.J3 
30209.26 
30236.99 


316T7.8T 
31689.86 
317*1.87 


10489146 
104901.13 
104910.80 


9^797^^% 
9.4801401 

94805385 


9.5004814 
9.5009203 
9.5013588 


30264.71 

3025tt44 
30320.16 

30347.88 
30375.^9 
30403.31 


$i7S3^^9 
3^785.91 
31817.94 


104920.49 
104930,19 
104939.89 


9.4809366 
9.481334* 
^4817315 


9.5017969 
9.50^2347 
9.5026721 


31849^8 
31882.02 
315^14.07 


104949.^1 
104959.34 
1049^9.08 


948*1*83 
9-48*5*48 
9^29208 


9.5031092 
9'S03S4S9 
9.5039822 


30431.02 
3<HT8.7X 
30486.^ 


319^.13 
31978,19 

320IO*2f 


104978.83 
104988.59 
104998.36 


9.4833165 
9.4^7117 
9.4841066 


9.5044182 
9.5048538 
9.5052891 


30J14.13 
30^41.83 
3oJ^9.T3 


32042.32 
32074.40 
32106.49 


105008.15 
1Ç5017.94 
105027.74 


9-4845010 
M848951 
9.485*888 


9.5057*40 
9.5061586 
9.50659*8 


^^97'^3 
3o624.5>» 
306^2 ,61 

30680.29 
30707.9» 
30731.66 


3*138.58 
3*170,67 
32202,77 


105037,5e 
105047.38 
105057.22 


9485<$820 
948^0749 
948^^4^74 


9.5070267 
9.5074602 
9.5078933 


32234,88 
32267.00 
32299*1» 

3»33i'*5 
32363.38 

3*3^*5* 
32427.66 
3*4T9.8r 
32491*97 


105067.06 

io5o7<.^2 
105086.79 


9ufi6%$9^ 

^487*51* 
948764*6 


9.5083261 
9.5o87f86 
9.5091907 


30763.34 
30791 />2 
30818.69 


105096,67 
105106.5^ 
105116.46 


^ 


9.4880335 
94884240 
94888142 


9.5096224 
9.5100539 
9.5104849 


30846.36 

30874.03 
30901.70 


105126.37 
105136,29 
10514^.** 


9.4892040 
9.4895934 
5^.489981.4 


9.510915^ 
9.51 13460 
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17 

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»% 

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17 
16 

14 

«3 
II 

II 

10 

9 

"i 
7 

4 
3 

I 







7z Grad. 


, 1 


Sinus 


Tang. 1 Secans 


Log.Sin. 


LâgTan. 


9S37i>69 


317159.48 !33Ȕ5^o*^^ 


9.9794195 


10.5011777 


9^léz.9^ 
Pf31^4.i8 
5>434r.4i 


316838.08 '33*14444 
316517.18 13315^8.53 
316197.06 331633.10 


9.9793796 
9.97933^8 
9'979l99^ 


10,5008374 
10.5003974 
10.499957S 


9^1Z6M 
9S^i7^^6 
9S$i9'07 


315877.44 
3iî5f840 

3if*35>.P4 


3313*8.47 
331014.3* 

330710.76 


9.979^S99 
9.9791198 
9.9791798 


10.4995186 
10.4990797 
104986411 


9SSio^7 
9S$oij^ 

9S^9%M 


3149*1.07 
314604,78 
314188/^7 


330417.78 

330"^35> 
319813.57 


9.9791397 
9*9790996 
9.9790594 


10498103 1 

10.4977653 
104973*79 


95x83.8» 
9$%7^>99 
9S^66.iS 


3135^71.94 
313656.39 
31334141 


319511.34 
3*9111.68 
318911.60 


9.979019* 
9.9789789 
9.9789386 


104968908 

104964541 
1 04960178 


PW7.30 
95*48.44 


3130*7.01 
311713.17 
31*3^.^1 


318611.09 
318313.16 
318014.79 


9.9788983 
9.9788579 
9.9788175 


10.4955818 
1049514^* 
104947109 


95130.71 
951*1.83 
95*11.94 


311087.11 
311775.09 
3"4^3-r3 


317717.00 

317419.77 
317123. II 


^.9787770 
9.97^736$ 
9*^^6960 


104941766 
104938414 
10.493407* 


95*04.04 

95 Ï95 .14 
95i8é.*3 


3"ir*.f4 
310841.10 
3io53i.*3 


316817.02 
31653149 
316136.51 


9.9786554 
9.9786148 
9.9785741 


1049^9733 
10.49153^8 

104911067 


^177.31 
95168.38 

9515944 


310111.91 
3P99i4*i6 
309605.96 


3iT5»4*.ii 
315648.15 
3*53^4.96 


9.9785334 
9.9784917 
9.9784519 


104916739 
10.4911414 
10490809J 


95150.49 
95141.^4 
9513M8 


30*98.31 
308^1,11 
308684.68 


315061.11 
3i4770.<^* 
31447840 


^,97841x1 
9.9783701 

9.9783*93 


104903776 
10,48994^1 
10.4895111 


954*3.61 

95ii4.<^3 
95 105 .6 J 


308378.69 
308073.15 
507768.35 


314187.3* 
313896.78 
313606.80 


9.9781883 
9.9781474 
9.^781063 


10.4890844 
104886540 
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6 

7 
8 
9 

lo 
II 
II 

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14 
If 

îé 

17 
IS 

10 

II 

11 

»5 
M 

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17 

îi 
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i8 Grad. 



Sinus I Tang 



30901.70; 3i49i.5>7 



$09x9*36 52^14.13 
S09S7-OZ $zSS6.$o 



30984.^8 



31012.34 
31039.PP 
3ro^7Ȏ4 

Sio9S^9 
3iill.5>4 
31150.58 



31178.11 
31105.8^ 

5' ^5'4P 
31161 .11 
31188.75: 
31316.38 



31344.00 

3i37i»^3 
3X3^.»r 



3i588uf8 



31610.66 
3i65'i.8îr 
32681.04 



32717.14 

3*74^-44 
31781.65 



31813.87 
31846.10 
3*878.33 



31416,86 
31414.48 
31481.09 

31509.69 
31^37.30 
3x564.90 



31591.50 
31610.10 

31647.70 



31675.1P 



31910.56 
31941.80 
31^75.05 

33007.31 
3303M7 
33071.84 



33104.11 

33i3^-3P 
33168.68 



33100.97 
33*33-*7 
33*<^f'f7 



33*5>7.W 
33330.^0 
333^*.n 



Sccans 



105146.12 



105156.17 
105 166.11 
105176.08 



105x86.06 
105196.05 
105106.04 



105116,05 
105116.07 
105136.10 



105146. T4 
105156.19 
105»^ .15 



10517^.35 
105186.41 
105196.51 



I0f306.6l 
105316.73 
105316.86 



10533^.9^ 
105347.14 
105357.30 



105367.47 
105377.65 
jo53«7*8f 



105398/35 
105408.16 
105418.49 



3335^4.851 



3 1701.88} 33417.19, 
31730^71 334fM3l 



105428.73 
I05438.i>7 
10544^.13 



LvjrJSir?, 



9A^99^H 



9.4P03710 
9'^907S9l 
9.4PII471 



9'^9lS3AS 
9'49l9%i6 
^.4^*3083 



9f49%é9^6 
9.4^30806 
9^^934^^^ 



^.4938113 
9.4^4*3 ^ï 
9.4^4^105 

94^0046 
MPn883 
9^195771^ 



9.^96iS^S 
9^9^f370 
9*^9i9z 



94973010 
9.4^^824 
^^99o6iS 



P.4^444» 
94^88145 
9/4^9*045 



949^840 

9A999^i3 
9.50034*1 



9.5007106 
9.5010987 
9.50147^4 



Lâg.Tan 

9.51177^ 

9.Si%zoS7 
9.^l%é3U 
9.5130641 

9^m^9%7 
9.513^1x0 

9.51434^ 

9.51477^^ 
9.5151039 
9.5156309 

9.5160575 
9.5164838 
9-1169097 

9*s 1733s i 
9.5177^06 
9.5I8I855 
9.5I8610I 

9.5ipc^44 
MIW83 

9.51^819 
9.5*03051 
9.5*07281 

9.5111508 

9.5115730 
9.5iip^o 

9.5124166 
9.511837P 
9.513^^9 

9.SZ3679S 
9'S%^999 
9*SX^lSf9 



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S9 

f8 
17 
Î6 
9S 
U 

?o 

47 
4^ 
4T 

44 
43 
41 

41 
40 
35> 

58 

37 

5^ 

jr 

34 
33 

31 


71 Grad. 


Sinus 


Tang. 


Secans 
323606.80 

3*3317-3^ 
32301^846 

3>»740.IX 


L0g.Sm, 


LogTan, 


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33491.88 

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Sinns 

9^^32^.36 


Tàng. 

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Scçsms 


Log.Sin. 


Lcg.Tan. 


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10.4754801 


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13 
14 
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16 

17 
18 

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16 
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15 
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19 Grad. 


Sinus 


Tftng. 


Sccans 




LogiSin. 


\Ux^T^H 


3443>-7<5 


iof76x.07 


5^-51x6419 9^136971^ 


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7o Grad. 



Sinus 

30 ^4i^4'ï5 
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10 
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280574.33 
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295?y74'43 
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9.9*^9^112 
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10.413 1853' 

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10.40981 ï^ 
10.4094^83 
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10.407573.7 
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6677,19 
670^.zS 
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67S^'i^ 
6811.46 



6839.ro 
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69tO,éz 

^947-6^ 
6974»6Z 



7001.70 
7018,71 
705'r.74 



7081 .7^ 
7109.77 
713^.78 



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3i?3i?i-oîr 

39414.66 
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39491.89 



39Ur.yi 
395^9.16 
39591.80 



39616.45 
39^60.11 
39693.78 



39717.4^ 
397^1.14 

39794.83 



39818.53 
3986^.14 
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'39963.41 
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7163.79 
7190.80 
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7144.80 
7171.79 
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7315.77 
7351.75 
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17406.71 
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fl9' 317460.66 

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40030.89 
40064.65 
40098.41 



40131.18 
40165.9^ 
40199.75 

40133.54 
40167.34 
40301.15 

40334.97 
4«^68.79 
40401.61 



*i Grad. 



Seçâns 

07478.61 

07490.95 
07503.18 
07515.^1 



07517.98 
07540.35 
P7551.73 



07565.11 

07577^3 
07589.95 



07601.37 
07614.81 
07617.17 



07639.73 
07651.11 
07664.70 



07677.ÎO 
07689.71 
07701.14 



07714.77 
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9775i.4<^ 
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07777.^ 



07790.15 
07801.87 
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07818.15^ 
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9.5640754 

9.5^43960 

9.5^471^3 
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9-16^^^61 
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9'16S994^ 



9.S66^ij7 
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9«5 701 100 
9.5704355 
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9.5713801 
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9*571311^ 
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9.5719495 
9.5731^^ 
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9'S9S397S 

949S7679 
9.5961380 
9^5965079 

9.5968776 
9.5971470 
9.5976161 

9.5979851 
9.5983540 
9.5987115 

9.5990908 
9.5994588 
9*$99^t67 

9.6001943 
9.6005617 

9.6009189 

9.6011958 
9.6oi66lf 

9.6010190 

9^oz^9$3 
9.^017613 
9.6031 171 

9.6034917 
9.6038581 
9.6041133 

9.6045881 
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Lûg.Si», 


Log.Tan. 


i^ 


P304Ï.75 


^n^A*79 


271850.38 


9.96U779 


X0.4046025 




^3031.0^ 
P3 020.42 
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271649,05 
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9.9686281 
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10.4042321 
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9^999-0$ 
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25j001.11 
25278Î.98 
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171046.98 
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9.9684785 
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9.96837^6 


10.4031224 
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91966.9^ 
9^916,11 
9X941-^9 


21(2142.49 
151928.63 


271447.77 
27I248.6<6 
271049.87 


9.9683285 
9.9682784 
9.9682^83 


10.4020148 
104016460 
104012775 


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9z9i^*7S 
9i'9t^J0i 

9x9132^ 


151715.07 

25i5ori83 
251188.90 


270851.39 

^70653.13 
270455.38 


9.9681781 
9.9681279 
9.9680777 


10.41:^9692 
104005411 

104001733 


17 


91901.50 
9x^91.73 
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251076.29 
25o«63.98 
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Ï70257.84 
270060.61 
2698^3.70 


9.9680274 
9.9679771 
9'9679i67 


10.3998057 

10-35^^438? 
10.3990711 

10.3987041 
XO.3983375 
TI0.39797IO 


14 


^870.17 
9i9S9.$Z 
92848.^8 


250440.29 
250228*91 
150017.84 


269667.09 
269470.79 
269174.80 


9,9678763 
9.9678258 
9.96777S3 

9.9677147 
9.9676741 
9.9676135 


II 

10 
9 


^837.77 
9282.^.5^ 
9281^.14 


149807.07 
14959^.^1 
249386.45 


169p79.11 
168883.74 
168688.67 


10.3976047 
10.3971387 
10.3968719 


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7 
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5^280^.31 

927^4-47 
9278|.éî2 


24917^.^ 
248967.06 
248757.81 


268493.91 

1^8299.4^ 
^268105.30 


9.9675718 
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9.9674713 


10.3965073 
10.3961419 
10.3957767 


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92772*77 
927^1.91 
5^75^1.04 

5?274P.I^ 
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5»7I«.39 


248548.87 
248340.23 
248131.90 

247923.86 
2477x6.12 
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267911.4T 
267717.90 
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p.9674105 
9.9673697 
9.967318^ 

9.9671679 
9.9671169 
9.9é7l^S9 


10.3954118 

10.3950471 
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267331-70 

267139.06 

i 26694^.71 


10.3943^83 
10.3939543 
10.393^^04 



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Sinus 

374^0.^ 

37487^ 
37fi4»yp 



Tang. 

4040^.62 

4043^^ 
40470.31 
40504.17 



37î^8.yi 
37fPf.47 
37^X2^3 



40^38^ 

40571.^1 

4o6or.7^ 



37^49.38 
37^7^.31 
37703*^7 

37730.ii 
377J7.14 
37784-08 



37811.01 

37837.P4 
37864.8e 



378^.78 
37i?l8.70 
375>4T.6i 



37P7*.Î3 
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4o635>.68 
40673.^8 
40707-18 



40741.3^ 
4077^.31 
4o8o|i.i4 

40843.18 
40877.13 
40^11.08 



40P4f.Q4 
40^7^.01 

41011.99 



38053.14 
38080.14 



41046.97 
41080.97 

41114.P7 



41148.98 
41183.00 



38107.04141117.03 



38133.^3141*^.06 
38160.81:41185.10 
38187.70 4i3i^.if 



i8! 38114.59 413^3.*' 
19 38HM7' 41387.28 
joi 38268.34! 41411.36 



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I078?3.47 

07866.16 

07878.85 
0789U56 



07904.17 
07917.00 
07^29.71 



07942-^0 
079SS*17 
07^.05 



079B0.84 
079^.64 
08006.46 



080191.18 
08031.11 
08044.97 



08057.84 
08070.71 
08083.60 



08096.50 
08x0941 
08111.34 



08135.28 
08148.13 
08161.19 



08174*17 
o8i87.if 
08100.15 



08213.16 
081^6.18 
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9>S73S7S4 

9.5738880 
9.574*003 
9.5745123 



9.5748240 
9.S7U$16 
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M7f7l78 
9.5760685 
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9^766%9% 
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9-S779^7f 
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9.58008^ 



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9.5806986 
9.5^10051 



9.58Ï3116 
9.5816177 

9.i;^i9^$6 



9.5811192 
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9.5fe8j97 



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9.6064096 

9.6067731 
9.6071366 
9*6074997 

9.6078617 
9.6081154 
9.6085880 

9.6089503 
9.6093114 
9-^096741 

9.6100359 

9.6103973 
9.6107586 

9^111196 
9*^114804 
9.6118409 

9.6x110x3 
9.6115615 
9.6119114 

9^61318x1 
9.6x36407 
9.6x40000 



9.6x43591 
9.6x47x80 
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47 
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45 

44 
43 
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38 

37 

34 
33 

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Sinus 


Tang. 


Secans 


Lo£.Sin. 


Lûg.Tan. 


^1718.3$' 


i47Jo8;.6i? 


166946.72 


9'967i6i9 


10.3935904 


9Z707^9 
91696.SS 
9teHM 


247301.5^5 
147094.70 
246888.16 


266754.^7 
266562.^2 

2^637M8 


9.9671148 
9-96706^7 
9'9670îiS 


10.3932268 
10.3928634 
10.3925003 


i?i674.73 
pié»è3.8o 
5*1651.86 


146681.^1 
24647^96 
246170.30 


266180.31 
265989^.47 
26579&.PJ 


9.9669614 
9*9669101 
9.9668588 


10.3921373 
10.3^17746 
10.3914120 


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916^0.96 
9261Q.00 


24^o^4'i>4 
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265418.68 

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9.9668075 
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10.3910497 
10.3906876 
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5^260^.03 
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9if76.o6 
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245246.42 
1450^.52 


2650351.^ 

»^4%a.54 
264661.74 


10.3899641 
10.3896027 
10.38924x4 


144838.91 
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2<^4473.i3 
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264097.09 


51,^664^87 
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10.3888804 
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92498.88 
92487,82 


144229.82 
244027.36 
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263722.TI 

263348.28 
263161.80 
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9.5>66lifro2 

9.9661884 
9.9661365 
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9.^60^26 
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243623.31 
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10.38564P9 
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242618.19 2<24l8.72 


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11 
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3840L.68 

384^6.39 
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38f<53-77 

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38617.44 
38644.17 
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41411.36 

414^^.44 
4148^3 
4if*3-^3 



11 Grad. 



Sccans 
108139.21 

108151.17 
108*65.33 
108178^0 



41^^7.74 
4I5PI.85 

41615.99 



41660.11 
4f694.i6 
41718.41 



41761.57 
41796.74 
41830.91 



41865.09 
41899.18 
41933 ^S 



38697.91 
38714.74 
38751.56 

3877"»^ 
38805.18 
38831.991 

38858.80 
38885.60 
38911.39 

38939.19 
3^965.98 
38991.77 

39019.55 
39046.33 

39073.11 



419^7.69 
4ftOOi.9i 
41036.13 



41070.36 
41104.60 
41138.85 

41 173 .11 
41107.38 
41141.66 

41175.94 
41310.13 

4*344-T3 



108191.49 
108304.58 
108317.69 



108330.81 
108343.95 
108357.09 



108370.15 
108383^(1 
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108409.80 
108413.01 
108436.13 



108449.47 
108461.71 
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41378.84 

41413.16 

1 41447-49 



108489.14 
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108519.13 
108541.4T 
108555.78 



108569.ÏI 
108581.48 
108595.85 



108609.14 
108611.63 
108636.04 



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9.58Î8397 

9.583 144^ 
9.5834491 
9.583753^ 



9.5840576 
9.5843615 
9.5846651 



9.5849685 
9.5851716 
9.585574Î 



9.^858771 
9.Î861795 
9.5864816 



9.3^867835 
9.5870851 
9.5873865 



9.5876876 
9.5879885 
9.5881891 



9.5885896 
9.5888897 
9.5891897 



9.6171143 

9.6175815 
9'6i79S^S 
9.6182953 

9.6186519 
9.6x90083 
9.6193645 
9.6197105 
9.6100761 
9.6104318 

9.6207871 
9.611 1413 
9.6114973 

9.6118510 
9.6111066 
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9.6119150 
9.6131690 

9.6136117 

9>é%$97^3 
9.614319^ 
9.61468x7 



9.5894893 
9.5^888 
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9.5903869' 
9.S9o6%s6^ 
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19.5911813 
9.5915803 
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9.6150356 
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8 

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4 
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Sinus 


Tang. 


Secans 


Lûg.Sin. 


LogrTan. 


^13 87.^ 


141411.3^ 


161311.59 

161x19.11 
160946.13 
160763.31 


9.96S6IK$ 


10.3817757 


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10.3814185 
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160580.78 
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10.38x3481 
10.3809917 
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9.96So%99 
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10.3788577 
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9.9^493^ 
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10.378x480 

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158411.81 
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9*095.89 
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136541.18 
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156810.69 
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Sinus 

3^075.1 1 



Tàng> 

4*447>45 > 

^9099-^9 4*481.8» 
3Pi2é^é 4*f.i^.i6 
35»iy5.43J4*yro>ri 



3^180.1^14*^84.87 
3P*o6.^ ^6i9M 
3^133.71 J4*^y3.6x 



3piéo.47 4*^88.00 
3Pi87.xt 4*7t».3^ 
S9SiS'97 ^7S6.79 



39340.71 43^7i?ï.*o 
$9^9^*19 4*8é6.of 



394io.j;3 4*894.1^ 
S9^7'66 'P'9^9.9^ 
39474.39 |4t5>^3-3^ 



3974Ï.48 4330S-4Û 
397^8iiy 4334*-^ 
3975>4-8<^ 43577.51 



39f01.11 4^997'^ 
39517.83 4303M* 
35>554-5f 43<^^-*> 



39^81.27 43^01.19 
39607.99 43135-75^ 
39634-69 43170.30 



39^1.39 43*o4-?i 
39688.09 43*35>.33 
39714*79 43*73«86 



5982X.JÎ 43412.08 
39848.23 43446*66 
39874.91 4348r.i4 



Secans 

o8é36/>4 

: 08649.4^ 
08662.89 
08676.34 

08689,79 
[0^703^6 
[08716.75 



08730.24 
08743-75 

o8757.*7 



08770.80 
08784.35 
08797,91 



08811.48 
08825.06 
08838.66 



08852.27 
08865.89 
08879.52 



08893.17 
08906.83 
ô89«o.5o 



0^34.18 
08947.^ 
^961 4 9 



08975.31 
0^989.04 

0^002.79 



09016.55 
Ô9030.32 
09044.11 



19.55^18780 

9.5921755 
9.59247*8 
p.5927698 



9-1930666 
9-S9i363t 
^.5936594 



9'$939SSS 
5>.594*5I3 
9.5945469 



9.59*8422 
M951373 
9.5P543" 



9.55^57268 
9.5960212 
9.5963154 



9.S966093 
9.5^69630 
9'S97i96S 



9.5974897 
9.5977827 

9.S9^S4 



94993679 
9.5986602 

9.1999m 



9.5992441 
9-1991317 
9.5998271 



9.6001181 
9.6004090 
9J6006997 



9.62785 19^ 

9.6282031 
9.628554a 
9.6289049 

9.6292555 
9-6%96oir 
9'6z9911^ 

9^.6303058 
9.6306116 
9.631^)05» 

9-63131 i^i 
9.6317037 
9.6320527 

9.6324015? 
9.6327501 

9.633098^ 

. . ff 

9.6334468 

9*633794^ 
9.6341426 

9.634490J 
9.6348378 
9.6351850; 

9.63553*1 
9.6358790? 
9.6362257 

9.63657** 
9.6369185 
9.6372^46 

9.6376106 
9.6379563 
9.6383019 1 



dby Google 



60 
S9 

S7 

Je 
SS 
U 

n 

So 
49 

1? 
47 
4^ 

45 
4* 

41 
40 

2f 
^» 

37 

!f| 

34 
33 

3* 
31 
3*^ 



^(7 Grad 



Sinus 

^xo35Uix 
91017.74 



91004.96 
9i99$.S6 
9i9^%.J$ 



91^0.73 
91959^1 
9i947^B8 



Tang. 

13158^.14 

»3T35>4-83 
i3Ji04;69 
i3jroi4.8i 



13481M9 
134635.81 
134446.71 



134157.87 
134069.18 
133880.95 



91936.44 133691.87 
9I9*4-^5>U33W«05 
^1^13*^3 1*333 I7H8 



^1901/57 
9ii99.6o 



P1867.63 
^I«f6.i4 



^1833.13 
91811.61 
^810^8 



5»i7«7rOI 

9i7^l'9o 
^I7T».34 
9^1^.77 

9^7x9*19 
^1717.60 
pi7o6#oi 



1551^0.17 
151716.30 



131569.75 
»3*383-45 

131197^0 



13^011.60 
131816^06 

151640.76 



»Ji 455.71 
I51l70fc9i 
131086.36 



^O9o».o6 
15071^01 
*3«>534**o 



130350.64 
130167.31 
119984.15 



Secans 

155580.11 
155405^8 



î55î3i/>i 
155056.80 
154881.^4 



154709.15 
*545î5.7ï 
154361.53 



1541^^.61 
1540x6.94 
*53 844-53 



155671.38 
155500^ 
1553*8.83 



*53 «57-44 
151986.^ 
151815.41 



151644.7» 

i5i474-4«^ 

151304.16 



151154.3^ 
I5l964.7f 
iU79S.fr 



zft6%6a^ 

»5ï4f7.^r 
i5ii88;7i 



151110^1 
15095^.18 
150784.18 



Log.Sin. 
9*9640161 

9.9639714 
9.9639187 
9.9638650 



9.9638111 

^.^37574 
9.9637036 



9.5^3^4^ 
9'963S9S7 
9.9635417 



9.9634877 
9.963433^ 
9'96SS791 



9*96)3%$$ 

9.^317" 
9.9631168 



9^96s^6zS 
9*^31081 
^.9630538 



9'9éz99Sf4 

9.9619449 
9.9618904 



9.961^58 
9.96^7811 
9.^i7»66 



9.9616715^ 

9.9616171 
9.^15614 



9.9^15076 
9.96i45»7 
9.96%197^ 



Log.Tan. 

10.371148» 

10.3717P69 
10,571446a 
10.3710951 



10.3707447 
10.3703943 

10.370044J- 



10.3696941 
10.3693444 
10.368994» 



10.3686455 
10.3681965 
10.3679473 

10.367598^ 
io.567i45>^ 
10.56^1^ 

10.366553» 
^0.366105» 

10.3658574 

10.5655097 
10.365^^11; 

10.3648150 



10.5^4467^ 
10.56411 10 

1O45657743 

10.5654178 
10.5650815 
10.56I7354 

I0i36i5894 
10.5610437 
10.561698]^ 



dby Google 



3* 
33 

34 
35^ 
3^ 

37 
38 

!f 
40 

41 

43 
44 
4^ 

46 
47 
48 

4P 
51 

^3 
Î4 

îî 

!I 

fo 



Sinus 

$9^7^91 
S990i.Si 



3P5>8i.j8 
40008.24 
40034*^0 

4005 1. y 5 

420SS.2I 

40x14.8e 



40I4I.JO 
40168.14 

401^4*78 



40111^.1 
40248.04 

40274.67 



40301 .25» 

40317-^1 
403^4-^3 



4038^1.14 
40407.7^ 
40434-3^ 



40460.^6 

40487.^6 
40^14.16 



40T40.7f 
40567.34 
40TP3-5>3 



40620.f1 
40647.09 
40673.66 



Tang. 

43481^ 

4311^-83 
43^50^3 
43î8r.04 



43619.66 
43^M-iP 
43^88.93 



437x3-^8 
437^8.23 
4375>i.89 



43827.^6 
43862,24 
43896.93 



43^31-^3 
43966.34 
44001*06 



44035^-78 
44070.51 
44105.15 



44i40/x> 
44174-7^ 
44*09.^3 



44*44-31 
44*7^.10 

44313-^ 



44348*71 
44383-^3 
44418.35 



44453-18 
44488.02 
445*1.87 



13 Grad. 

Secans 



109044.i1 

109057.91 
109071.72 
109085.54 



109099.38 
109113,23 
10^117.09 



109140.97 
109154.86 
109168.76 



109182.67 
109196.59 
109210.53 



10P224.48 

iQ9238wf5 
109251.43 



109266.41 
IQ9180.41 
109194-44 



109308^7 
109311.51 
10^36.56 



109350.^3 
109364.71 
109378.80 



109391.91 
109407.03 
109421.16 



109435 30 
109449-46 
109463.63 



Leg.Sin. Lo^.Tart 

9.6006997 P^3%oi9» 

9.6009901 i 9.638647$ 
9.6012803 9.63^9925 
9.6015703 9.6393375 



9.601 86a> 
9.6011495 
9.6014388 



9.6017178 
^.6930166 
9.6033052 



9.6035936 
9.6038817 
9.6041696 



P.6044573 
9.6047448 
9.6o5bpo 



9-6053190 
9.6056057 
9.605S913 



9.6061786 
9.6064647 
^.6067506 



94070^6% 
9.6073116 
^-6076068 



9-6078^18 
9.6081765 
9.608461 T 



9.6087454 
9.6090194 
9.6093133 



9>6^962if 
9.6400269^ 
9-6403714 



^.640715^ 
9.6410597 
9.641403^ 



9.6417473 

9.6420908 

9.6^434^ 



9^43/777^ 

9.^43 "oj 
9.6434631 



9.6438057 
9.6441481 
9.6444903 



9.6448314 
9.6451743. 
9^455160 



9.64î857f 
9.6461988 
9.646540cy 



^.6468810^ 
9.6471117 
^.6475^^' 



9^^902^ 
5^.6482431 
9^^485831 



dby Google 



a: 

I 



66 Gfad. 



Sinus 



30 9^^o6.0l 
9169^,^1 

91671.1% 



t9 
18 
i7 

%6 
^S 
M 

%i 

XX 

xo 
if 
t8 

Î7 

ry 
14 

II 

tî 
io 

1 

7 

T 

4 
.3 



L 



9i6Sf.$^ 
916^-91 
9i€^6.Z7 



9i6t4*6i 
pi6ii.96 
^1501.30 



^I5«^.63 
9iS77>91 
9tS66,i6 



9iSS4'S6 
^1542.86 



^151^-43 
^^07.70 

9149^.96 



^1484.11 

^147^.47 
^1460.71 



5^1448.^ 

^i437-i8 
^I4^^40- 



^1413-^1 
^1401.81 
91Z90M 



9i$7^'^9 
91366.^7 



Tang, 

xi^5>84J.f 

11^801.43 
11^518.85 
*i^43^-li 



t%907^.S7 
%z%Z90.96 



1ZZ709.S9 
xt8^i8.46 
118347.^8 



128x66.^3 
1179U.S3 
iz79o6.$6 



xt76z6^ 
11744^.74 
217167.19 



227088.07 
2i59oy.o^ 

225730.3Î 



2265^1.84 
«6373-^7 

225l^.f3 



226017.73 
22584O.X6 
225662.83 



225^485.72 
225308.85 
225132.21 



224^55.80 
22477P.62 
224603.68 



Secans 

250784.18 

250616.63 

25044i>.i3 
250282.67 



250115.15 
245>5i4«^7 
24^781.04 



24^15.86 
I4^5>.^i 
24^84.21 



24>i 18.74 
348^3-5* 
248788.54 



248623.80 
248459.2P 
2482y5.03 



248131.00 
247^67.21 
2478cg .66 



247640.34 
247477,16 
247314.42 



247 151. 81 

M65^5»43 
246827.2P 



246665.38 
246503.71 
246341.27 



246181.06 
246020.08 
^4^85^.33 



9'9^iS97^ 

5^.5)623428 
P.P622878 
p.^621328 



9.9611777 
9'96iiii6 
P.^620674 



Lo£.Tan, 

10.3616^81 

10.3613517 
10.3 61007 j[ 
10.360661^ 



9'96ioizi 
9-9619569 
9*9619016 



^.^6x8463 
9*9617909 
9*96i7i1S 



5».5>6i68oo 
9.96i624i 
9^96i56%9 



9.96lSiS$ 
9*9614576 
9.9614010 



9.9613461 
9.9611904 
9.9^11346 



9.96117Z7 
9.961111Î 
9.961666% 



9.96loiùi 
9.960954^ 

'9.96oÎ9%7 



Sf.960%416 
5^.^607864 
9.96073 01 



10.3603177 
10.35^^73 X 
io.35;;6286 



10.35^x844 
io.3585>403 
10.35 855?64- 



10.3582527 
^0-3579091 
10.3575658^ 



io«3572228 
10.35687^ 
10.^565369 



10.3561943 
10.355 8515?' 
10.3555097 



10.3551676: 
10.3548117 
xo«3 144940' 

10.3 $'4142^^ 
10.3538014 

10.3534600 ^ 

io.j53"^' 
10.3527783 

10,352437^ 
io.3520>72- 
10.351756^' 
10.351416^'. 



dby Google 



R 
P 



I 
2 

4 
S 
6 

7 
% 

9 

lO 

II 

XI 

14 
If 

lé 

17 
i8 

19 

2.0 
XI 

21 

*3 
iy 

2é 

28 

^9 
39 



24 Grad. 



Sinus I Tang. 



40673^6 

40700.23 
4072^.80 
40753*37 



4077^.^ 
40806.49 
40833.05 



408^9.60 
40886.15 
40912.6^ 



40939.23 
4096^.77 
40991.30 



445ii«87 

44557-73 
4459i'éo 
44627.48 



44662.37 
44697*i7 
4473»-i7 



44767^)8 
44802.00 
44836.93 



41018.83 
41045.36 
41 071 .89 



41098.41 
41124.93 
41151.44 



41x77.^5 
41204.46 
41230.96 



4487I-87 
44906.82 

44941.78 



Secans 

199463.63 

109477-81 
109491 «ox 
10^06.22 



1095*0.44 

io9534'^7 
109548*^* 



1095^3.18 
109577*4^. 
109591.74 



44^^-75 

45011.73 
4^046.72 



45081.72 
4511^.73 
45151.74 



45186.76 

4511I.7P 
45*5^.83 



41257.4^ 
41*83.95 
41310.44 



4133^-^ 
41363.42 

41389.90 



41416.38 
41442.85 
41469.3* 



45291.88 

45326.94 
45362.01 



453^-0^ 
45432.18 
454^7.»8 



109606.04 
109620.36 
109634.68 



10^649^2 
109663.37 
109677.74 



I09é9*.i* 
109706.51 
1097*0.91 



109735.33 
10974^.7^ 
109764.20 



109778.66 

1097 9h^S 
109807.61 



IQ9822.11 
109836.62 
10985 1. 14 



455o».3^ 109865.68 
45537.51 109880.23 
4557*.^4 1x09894.79 



L9g.Sm. 

9,6093133 

9»6o9S9^9 
>.6o988c^ 
9.6101635 



9.6104465 

^i6i07*93 
9^110118 



9.6112941 
9.611576* 
9.61 18580 



9.6121397 
9.61 2421 I 
9.6127023 



9.6485831 
^448^*3^ 



9.6499417 
9.650*809 
9^S06i99 



9.^509587 
9.651*974 
9-^5 1^3 5f 



9.651974* 
9.65*31*3 
9.65*6501 



9.6129833 
9.6132^41 
9.6135446 



9.6138*50 
9.6141051 
9.6143850 



9.6146647 
9.6149441 
9^15**34 



9.61550*4 
9.615781* 
9.6160598 



9.616338* 
9.6166164 
9.6168944 



9.61 71 721 
9.61744^ 
9.6177*70 



9.65298BX 

5^1-6533*^7 
9.6536631 



9.6540004 
^-6543375 
^546744 



9.655011» 

^•65534«7 
9.6556841 



9.6560204 

9.65635^4 
9*6S 669^1 

9.6570280 
9.6573636 
9.6$7^^9 

9.65 8034X 
9.6587041 



dby Google 



^5 Grad 



Sinus 

5>ii30.87 
px 3 1^.01 



^1307*16 
^1183.41 



9iiS9^6S 

9iM7*7S 



9lA)f .84 UXS56.76 
^1113,^3*11^83.31 

^IlIl«OI lll$IO/>^ 



r 
60 

y? 

54 
S3 

4P 

î! 

47 
4<^ 
4^ 

44 
43 
4» 

4ï 
40 

i7 

3^ piôf^.3f 

34 ^ï044-3* 
^j P1051.18 



T>ng> 

^^14603 .68 

114417.^6 
1141^1.47 
114077.11 



ii39Qi«i8 
ii|7i7»38 
113W1.80 



113378.4Î 
113104,33 
ii3Q3a43 



pi 100^8 
P1188.14 
pii7^«ia 



PH64.U 
91140.31 



111815^.44 
111647.33 
:l»I47f^î 



91118.3^ 

9111^*37 
9x104*38. 



pio9i»38 
pro8o^8 
9io6g.37 



3* 
3ï 

30 



91010.^4 
91008.19 
90996.1^ 



iii337,o9 
1111^4.31 

xaE9^r.77 



111303.79 
11J131.34 
1&096I.I1 



110790.11 

11Q^I9»34 

ii«448^8 



11Q178.43 
iiOA»8.3i 
119938.40 



119^68^1 
^S9199*^^ 
1194*^.97 



SecADS 

Ml 859.33 
145698.81 

145378.4» 



145118.65 
145059*05 
»448pp*é8 



144740.54 
144581^3 
144411^ 



144164^ 
144106414 
»43^M 



H375KM5 
*43^3»4^ 
H}47f4S 



1^31844 

*43i^l^T 
143004^ 



141848.44 
14169^.11 
141536A1 



1413 80-H 
141114.S8 

M»o69.54 



141914.4» 
I4i7f9<5»^ 
I4i^é4.84 



141450.38 
141196.13 
141141JO 



9.9607301 

*■ ■ ■ . 

9.9^06739 
9.9^06176 
9*9éOS6iz 



9.9605C4S 
9*9^4^84 
5^.9^03919 



9.^601788 
9^9601111 



9^601655 
9*9^io88 
9.9^00510 



9'9S9991^ 
^.^59^84 
9.5>rf88i5 



9*9S9^^4^ 
9*9S97é76 
9*9f97l<^ 



9^9$96S3S 
9*9S9S96^ 
9^9S9S393 



9*95i>48*ï 
9*>55>4*48 
9'9f93é7S 



9.9593101 
9.959*5*8 
9'919i9S4 



9.9591380 
9*9590805 
9*959o»i9 

i 



10.3514169 

10.3510770 
10.350737» 
10,3503977 



10.3500583 
10.3497191 
10.3493801 



10.3490413 
10.348701^ 
10.3483641 



10.348015e 
10.3476877 
1^-3473497 



10.34701 19 
10.346674$ 
10.3463369^ 



10.345999^ 
iô.34566»f 
io.3453»5^ 



10.3449888 
10.3446511 
«>-3443i5^ 



i<>-343979^ 
10.341643^ 

io.3433<»77 



io*34i9»7*cî 
10.34*^64 
iOé34i^oxi 



io.34i9«y 
io.34*63c^ 
10^3411960 



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dby Google 



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3' 
3» 
33 

34 
31 
3f 

37 
38 
3£ 

40 
41 
4i 

43 
44 
4Î 

46 

47 
48 

4^ 

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SI 

n 

SA 

7s 

S6 

S7 

S9 


X4 Gfad. 1 


Sinus 


Jang- 


Sectns 


- ■ 


Lêg.SiH. 


Ug.TM 


4146^*3* 


45571.64 


109994-79 


9^177270 


9.6Î 87041 


4^49S'79 
4151»^ 
41148.7» 


45607.77 
45641.^1 
45^78^ 


109909^3^ 
10^913.^ 
xo^38.55 


9.6180041 
9.6181809 
9.6x8^57^ 


9i6S9039f 

94S9373i 
94S97076 


4im.i8 
41 691 «^3 
416^8^ 


45713 .»! 
45748.3^ 
45783.^7 


io99S3*^7 
109967-79 
109^81.43 


9^188341 
9.6x9x103 
9^193^4 


9.660041» 
9.6603758 
9.660709^ 


416SA.S3 
41680^7 
4x707^1 


45818.76 
45853.^ 

45885>.X7 


109997^9 
110011^76 
ilooi6é44 


9.6196611 

9^tSf379 
9.6101131 


9»66l0434 
9^613769 
9.6617XOJ 


41733-85 
41760.18 
4x786.71 


A:S9H^ 

4S9S9f6z 
45^^4-86 


110041^3 
ixooff.84 
ixoo7o.f6 


9.6207634 
9.6210382 


9.6620434 
946623767 
9*6627093 


4x813.13 
4X83i>.îî 
4i86f.^7 


46030.11 
4606^.37 
46100.64 


xioo^.iy 
IIOXI4.80 


9.62x3x27 
9.621T87X 
9.62x8612 


9.6630420 
9.6633745 
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Tang. 


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Lôg.Tdn. 


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^19^9^97 


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9.9590119 


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11^670.31 
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l*og.Tnn. 


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2144^0.69 


136620.16 


9-917^717 

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10.3313175 


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10.319022e 
10.328694c 
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90^07.4^ 
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212832.13 
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212510.82 


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9.9566844 
9.91661SO 
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10.3280372 
10.3277090 
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212350.46 
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10.324109 
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131991.76 
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9.911785^0 
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10.523 13 f 
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47PII.97 



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110808.13 
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10,3192318 
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191011.62 
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216447.12 
216316.33 
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2l608y.22 

2159^4.89 
215844.71 



190741.47 
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188072.65 


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10.2743x51 


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113789.3* 


9.6786629 


9*7347^ 


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9.7368701 
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9.6%i67^ 
9.6819046 
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9.6830I48 
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9.7404681 
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48277.30 
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11127.08 
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11202.97 


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114206.74 
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9.6%37^o 

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9.6842010 


9.7413 6ic^ 
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11*40.93 
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184177.09 


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9-9^^9^^ 


10.1611316 


878^7.83 

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10.1646333 
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10.1640311 
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10.16^1191 
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17 
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173*05.08 




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64486.78 

64527.5'7 
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64610.41 
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6^691,90 



^4734«I7 
64775.46 
6481 6 J76 

64^58.08 
648PP.41 
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1185^.8^ 
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11867^.00 
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84307.87 
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842^0.^1 



8422p.5'6 
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84182.4P 
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84088.16 
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155368.06 
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15437^.4^ 
1542.81.08 



154182.80 
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186030.^6 
185^46.12 
185861.38 



18577^.72- 
1856^2.16 
185607.6^ 



1855^3 -3 r 
185435^.03 
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185x70.73 
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9.9*44^7 
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9,9242461 
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9.9240010 
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9.9237554 
9.9236734- 
9.9235914 



10.1930286 
10.19*7506 
10.19*47*7 



10.19*1948 
10.1919171 
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10.1905*93 
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10.1896975 

10.1894*04 

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10.1888664 
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M707.63 

54731.^8 
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l48o4,y5> 
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64982.111 
6Î023.J0 
6^064,90 



61106,31 
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6j) 189.18 



6^x50,64 
6117^.11 
6J313.60 



6T35^5.ii 
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55i^M4 66146.7J 
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19158.86 
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9.7415075 
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9.8127939 
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9.81I9S60 
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83388.58 


151083.5* 


181180.10 


9.9111066 


10.1791171 




83371.51 
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150988.07 
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181100.51 

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9.9110119 
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10.1789416 
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i5O70*.*4 
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180861.18 
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9.9107717 
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10.1781197 
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150417.16 
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180614.81 
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9.9105100 
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10.177*974 
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832*7.68 
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83.195 .41 

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180388.09 
180309.35 

180130.70 


9.9101678 
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10.1764756 
10.176*01^ 
10.1759181 




14984W1 
149754.86 
145^660.58 


180151.13 
180073.65 

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9.9100151 
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10,175380^ 
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149566.38 
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17^16.93 
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9.9197619 
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10:1748340 
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149184.16 
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9.91950.83 

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10.1740140 
10.1737408 
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17944^.76 
179371.01 
179^93.37 


9.9191541 
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9-91^9996 
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10.17*1031 
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148441.30 
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825K53.76 


148216.10 


178829,16 


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10.17101261 


82887.4P 
82871.21 
828f4.P3 

82838.64 
82821.34 
82806.03 


148163.11 
148070.21 

I47P77-38 


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178671,08 
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147145.13 


178061.01 
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177909.11 


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56640,62 



^6664.^9 
5^688.56 
5^712.52 

56736.48 

S67U.^7 



56808.31 
56831.2^ 
56856.18 



56880.11 
56904/>3 
56927.95 



56951.86 
1^97S'77 
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57071.36 



57095.M 
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68770.94 
68813.79 
68856.66 



68899.55 
68942.46 
68985.38 

69028.32 
69071.28 
6^114.25 



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69200.25 
69243.28 

69186.33 
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57186.T4 169890,78 

5730^-^8 169934.^ 
57333-81 {69977.41 
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11^340.64 


1113^4.91 
111389.10 
111413.51 


111437^83 
111461.18 
111486^55 


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1^1535.35 
111559.78 


111584.13 
11160S.70 
121633.19 


111657-70 
111681.13 
121706.78 


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11^755,94 
111780.55 


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111819.83 
111S54.50 


111879.1^ 
111903.90 
111928.64 


111953.35' 
11197S.16 
121001.96 


111017.77 
111051.66 
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9.75312.80 



p.7533118 

5^.75345^4 

9^713^790 

9.7538614 
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9.7542'2'88 



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9.757fo68 

9.757W8 
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9.758*30* 
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9.8374049 
9.8376755 
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9.8381164 
9.8384867 
9.8387571 

9.8390175 
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9.8398377 
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9.8406475 
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82363.1e 



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144138,97 
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1^814.80 



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9.915SSZ9 
9.9154718 



9.915384^ 
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70368.13 
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70451.11 
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70181.81 
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70673.01 



71022.13 
71066.30 



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7II5>7»73 



71241.17 
7128143 
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12207746 



122102.33 
122117.23 
12211i.fl 



ii2i«i.04 

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122701.12 
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141716.41 
14163 8.1 1 
141^4^.87 



141461.71 

14*373 '^i 
14118^.61 



1411P7.66 

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141011.00 



141^34.17 
141846.61 
1417^^-04 



141^71.13 
141^84.0^ 
141496.73 



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14Ï311.11 
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140887.18 
140800.3^ 
140713.67 



140617.01 
140^40.44 
140413 «93 

1403674^ 
t4ôi8r.T3 
1401^4,83 



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74344«^8 
741-71,1^ 
7^199-97 
74117-7$ 



740SS.S^ 

h9^S'47 
73911. 4S 



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73^i4.t3 
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8141.31 



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71636.9^ 
71681.01 
717^1^5 



7176^.11 
71813.;^ 
718^7.1^ 



71^141 
7IP45.0 
^19^9-79 



72033.87 
71078.06 
71121.17 



711 66.10 
71110.7J 
711^^.91 



7*1^^.31 
7i3€-^i 
72387-^3 



7H3^-^7 
72476.63 
7îfii.oi 



7îî6^4I 
7160^.83 
7l6;4.26 



Secans 
111831.6^' 
iiîSyS.i^ 

1118^3.71 



I11P34.S1 
111^60.3^ 
lii5>8f.p^ 



1 1301 1. 61 
113037.1^ 
113061.^1 



Ï13088.61 
113114.31 
ki^l4Q.of 



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I1JZ43.I7 
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1131^4,86 



113310.74 
113346.64 
113371.J6 



ï2j3P8.5ro 
123414.46 
123450.44 



^13476.4^ 
I £3 5:0^.48 
kijfiS.jz 



i235'r4.5'P 

113^80.68 
113606.80 



9'76i9S^O 

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5^.764484^ 



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9*7651911 
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9^76$7^97 
9'76li9n 
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9.766^x19 
9*766S9%S 



9^766^739 
9^7èè^i9z 
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9*7671996 
9*767^7^6 
9-7676494 



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9-76799^9 
p.768173^ 



<>.768348o 
p.768rii3 
9.76^6966 



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jp.àr 46034 
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5>.85rji372 
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9^1S937^ 
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j>.8^64708 

5>.8r67374 
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>8X7«^ 
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P.85^833^7 . 

9^8jr86oi9^ 

9.^i^6^o 

^.85:91341 
5>.8îP400i 
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9^^$99S^i 
9.8601^80 
9.8604638 

y.86o7X96 

9.86099^4 
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54 <2l:acl. 



Siçus 

30 8i4ii«fJ 

19 9IS9H.6S 
18181377.75 
17 181360.84 

Î6\^ïÎ4h9Ï 
if j 81317.01 
£4! 8x310.08 



i| 1811^3.14 
il 8117^.10 
il 8iiî^.iî 



io 81141.15^ 

18 81108.35' 

17 
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811^1.37 
81174.3P 
81157.40 



I4| 81140.40 
13181113.3^ 
IX '81106.38 

ir 8108P.36 
ta 8iô7i.33 

^ 8iofy.3o 



7 
6 

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8x038.16 
8ioir.ii 
84004.16 



80^87.16 
80^70.03 
So9lt.96 



8ôpi8.75> 

, 80901.70 



Tang, 
140194.83 

140168.60 
140011^^5 



13^850.34 
1397^4.40 
13^678.5:1 



I3^5^*.7^ 
i3^o^.^8 

13^4*1.31 



Secans 

17110^.08 

171134.8^ 
171064.77 
171^^4.73» 



171914.71 

171854.84 
171785.01 



I35>335.7i 
139^50.18 



13^7^-34 



171715^*5 
171645.56 

171575-^4 



171J06.39 
1714^6191 
1713^7*50 



171x98.17 



138994.011 171118.90 
138908.76 



138813.J8 
138738.46 
138653.4» 



138J68.44 
138483.53 
1383^8*69 



^38313-^ 
138119*»! 
138144.58 



138060.01 

137^5.51 
137891.08 



i378o6;7i 
137711.41 
137638.19 



I7II5P.7* 



171090^58 
171011.5* 
170951.54 



170883.61 
17^814178 
170746/30 



^70677.30 
i7<ii6o8i#6 
I7O540;ïo 



1 70471 «60 
1 70403 ;i8 
i70334;8i 



170166.53 
1701 98.31 
170130.16 



9.9x06860 

9'9ioSfS9 
9.9105057 
9.9104155 



9.9103151 
9.9101348 
9.5»ioi444 



9.^100539 
^^^9634 
9.9098718 



9^'9097^U 
9i90969iS 
9*9096007 



9-90910^9 
9.909419a 
9.909J181 



9.909*371 
^.90914^1 
9'9090SSà 



9.9089639 
9î90887»7 
9.9087814 



9.9o869cii 
9i9o85988 
9.9085073 



9^9084159 
9^83143 

^.9081317 



9;9o8i4ii 
9.9080494 
9*9979S7^ 



110.146731^ 

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10*1464648 f 

ioji46i97f 

Xo.l45^oé 

io;i456635 
i©;i45396tf 
10*145119^ 

io.i4486ê8 
i©.i44595i^ 
100*144319* 

10.1440614 
io;i437958 
104143519» 

10.1431616 
Ib;i4i996l 
10.1417196 



10:141463» 
10.141196^ 
lb.i4i930iÇ 



lO.i 416643 
io.i4i398t 
10.1411310^ 

10:1408655^ 
I0ii405998 

tOiï40333i^ 

10.140667^ 
10.1398010 
ioa3953^» 

10.1391(704 
10.139004^1 
10.1387390^1 



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1 


3tf Grad. 1 




Sinus 


Tang- 


Secans 




Log.Sin. 


Log.Tan 


!^ 


^8778^3 

y88ox^6 
588*î.f8 
fS849«io 


7*6^4^ 


113606.80 


P.76^1187 


9é^ii6iÔ 


I 

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4 
6 

7 
8 

10 

II 
1% 

If 

lé 
17 
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X7 

18 
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30 


716^8-71 
7i743*^^ 
7^7^7-67 

7»83a.i8 
7»876.Tï 

7^9^l*^6 


1136^^.0^ 
11368^.16 


9'7é939zS 
^.76^661 
P.76^3^8 


9.86ifl67 
9.8617913 
9.8610^78 


5:887Z*62 
588i?6.i3 
S^i9^4 

58i»43*M 
58^^<Wrt 


113711.48 
11^37.68 
113763.5^ 


9^f99iS4 
9.7700868 
9-7701601 


9.8613133 
9.861 J 887 
9.8618^41 


7Z96S^% 
7301040 
73ofj-oi 


1137^.1^ 
113816^7 

iij«4lw7« 


9.770433» 
9.7706063 

9.7707793 


9.863 Il9f 
9.8633848 
9.8636^00 


5^13 *^i 
19017^9 
S!^<i^47 


7$099^S 
73i44-»7 
73i88.5>4 


11386^.11 
Ii385^^f6 
113^1.83 


9.7709ÎI1 
9.7711149 

9*7711976 


9.8639x51 
9.8641803 

9.86444T4 


S9107*SO 
$91^0.96 


73»33-<^» 
75^7^*tl 
733»3-03 


113^8.» 
113^4^ 
114001 xâ 


9-7714701 
9.771^43^ 
9.77181^0 


9.8647XOT 
9.86497ff 
9.86^1404 


sais ^2. 

19177^7 
5:^*01.31 


733^7.77 
73411.^3 
734^7.30 


114017.14 
ii4PÎ4^ 

ii4q8«.5i 


9.7719871 
9-771IÎ93 
9.77133 ï4 


9-86f50f3 

9.86^7701 
9.866<^fo 


S9Xik4^76 
S9M^*^9 
S9%7l>^^ 

S9Z9SJ>S 
5^318.47 
S9i4^'A9 

S9^6S40 
f ^3 88.71 
;5?4i»*" 

J^4T8J8^ 
5^481^8 


73^01.10 

ns46^9i 

73191*74 


Xi4i07»04 

^^^3149 
114160*16 


9-771^033 

9.77167^1 ' 
9.7718468 


9M61997 
9M6S644 
9.8668191 


73^^640 
73^81.47 
737»^»3^ 


1141 86.7f 
ii41i|^É 
"413^^ 


9.773018^ 
9.773*900 
9*7711614 


^.8^0937 
9.8673f8j 
9.8676I1S 


7377ia7 
738i^a.Q 
738^iaf 


114166.^ 

1*4»^ -33 
114310.03 


9.77313*7 
9.7737039 
9.7738749 


9.8678873 
9.86815:17 

9.8684160 


73^6.11 
73^ no 
7199^11 


IM34^.7T 
1*4373 •45» 
114400,16 


9.77404^9 
9.774*1^8 
9.7743876 


9.8686804 
9.868944^ 
9.8691089! 



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6o 
S9 

S7 
S6 

^4 

S3 
S^ 

50 

49 

1! 
47 
46 
4[ 

44 
43 
4» 

* 

3f 
3« 

!f 

33 
3* 

9^ 



Sinus 



80^^1.70 



80884^0 
80867*4^ 

8o«fo^7 



80833^5 
80816.U 



80781.8s 
80764,70 

9o747.f4 



^o69Sjo} 

9o6éi.66 
8o^44«4^ 



^9^9^ 



iQl7U69 
80^^8.37 



«Of»3*8^ 
S048P.38 



8947;^ai 
804^4.84 
8o457.r6 



80410.18 
80401 .^y 
803 85 ^P 



Tang. 



iS76s'S.i^ 



^3 75^4-03 

i374<^P«>?4 
I3738y.i>i 



;i373oi^^y 

137x18.0^ 
i37i34-*3 



1370^0,47 
136966.79 
136883.15 



^36799^9 
136716*10 
136631^ 



13^49^3^ 
136466^1 
136381,7^ 



136x99^^ 
136116453 
136133,50 



1360^0.^4 

l3^^^7-^4 
13^884.81 



131802.04 

13571^.34 
131636.70 



i3ÏÎT4*i3 
13^471.61 
I3^389*i8 



131306.80 
135214.45? 
ïffT4*'»4 



53 GraA 

Secans 1 Leg.Sifu LogkTan. 



170130.16 



170061.08 
16999^7 

i699t6^z 



i69^$9.%$ 
i6979ou^ 
16^711.71 



I6^f5.04 

I65>J87.43 
i69Si9*9o 



I6^4fiw|4 
i65»385.04 
165^317*71 



I6^f0^f 
169183.1^ 
I6ipii64i3 



1699^9^7 
168^1.01 
16IP154I6 



168848.3c» 
1 68781 .fi 
Ï687I4'7P 



168648.14 
168^81.^^ 
I685I5/>J 



168448.^7 
168381.18 
16834^.86 



I68i4^6t 
168183.41 
I68i;j7*3* 



\9*9079S;6 

1 ^.5>07865 8 
9^9077740 
P.P076810 



9^907S90i 
^.^745>8o 
^.^07405^ 



p.^73138 
^.^71116 
9.9071193 



^.9070370 
p.5K>65'446 
p,^63îii 



9'9o67$97 
9.9066671 

9'9o6S7^S 



9.9064^^19 
9.9063291 
9.9061964 



9.9061036 
9.906Ï107 
9.9060177 



9.90^9147 
9.90$ 2317 
9.90^73^6 



9.9o^64U 
9.90fS$tx 
r.90S4S99 



9^90^ 3^S6 
9»90Sl7%i 
9-90$ 1797 



10*13873^0 



10*13847^3 
10.1382077 

10.13 7<?4ii 

10,1376767 
10.1374113 
10*13714^^ 



10*1368805 
io.r366i5'i 
16.1363^00 

10.1560848 
10.13581^7 

^o.i3S Sf46 

iOA3Szi9i 
10.1350145 
io.13475^6 



IO.I344P47 
10*13411^8 
10*133^650 



10.1337003 
10.13343^6 
10.1331705» 



104131P063 
id.1316417 
10.1313771 

XO.1311127, 
10.13 18483 
10.1^15840 



10.13131^6 

10.13105^4 
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l 

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3* 
« 

54 
?« 

38 

3£ 

40 
41 
4* 

4Î 
44 
AI 

4« 
47 
48 

A» 
Jo 

fi 

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S4 

11 
16 
17 

19 
19 






i6 Grad 


• 




Sinus 


Tang. 


Sccans 




Log.Sin. 


Log.Tétn 


fi?48za8 


73996.11 


114400.16 


p.774387^ 


^.86^108^ 


S9Sos>66 
S9S^9'03 
S9S$i^o 


74041.14 
74086.18 

74I3I-M 


114417.05 

ii^Sl.%6 
114480.6^ 

114507.^4 
1145344* 
114^61.31 


P.774JT83 

P.7747*88 
9-77^^993 


9^69473^ 
9.969737^ 
P.8700015 


S9S7S'77 
S9S99.13 


7417^33 
74**143 
7ii66.^^ 


9.77S0697 
9*771^399 
9'77Uioi 


p.8701653 
9.^^70^193 
9.9707933 


5r^4)r.84 
S9669.i% 
S969^.5^ 


74311.70 
743^é.%6 
74401.04 


114588.13 
114615.18 
Ii464*.r4 

11466^.13 
1146^.14 
114713.17 


9'77S$9qi 
9.77S7S01 
9^77^9199 


9.8710571 
9.8713*10 
9.8715848 


S97iS'96 
S9739»i9 
^976x.U 


74447.14 
744^4^ 
74^37-70 


9*77^olè97 
9*77étS93 
9.77^4^^9 


9.87184^ 
9.871II13 
9.8713760 


S97^.%3 
ry8o^.iy 
^^832^ 


74î8i.5^^ 
74^18.14 
74^73.54 


114750.11 
114777.30 
114804.40 


9-776^9^3 
9-7767676 

9-77693^ 


9.97x6396 
9.971903% 
9.973^669 


S9^$S'76 
S9^.o6 
S99oi.$6 


74718.86 
747^4-*o 
74^0^^^ 


114831.51 
114858.66 
114885483 


^.7771060 
P.777*7Jo 
9.7774439 


9.873430* 
9.9736937 
9^73957t 


S99i$>6S 
S99^^'93 
5^7î.il 


7485^4-^4 
74W).33 

74^4^.7^ 


114^13.01 
114^40.13 
114^67.46 


9.777611% 
^.7777815 
9.7779S01 


9.8741104 

9.8744838 
9.8747470 


S999S.^9 
60019.76 
60041.01 


745'^i-I^ 
7S036.6S 
7j081.li 


114P94.71 
115011.^9 
Ii5045>.i9 


9.77tiiî6 
^.778*87» 
9.77t4SS3 


^8750101 
P-87r*734 
9.97SS3^S 


éoodf.28 
6oo88.5'3 
60111.78 


7Sl^7^^ 
7T173J4 
75118.67 


11^076.61 
115103.^ 

115131.33 


5^.7786135 
9.77^7916 
9.77^9^96 


9.97S7996 
9.8760617 
9^763117 


60135.03 
60J58.17 
.60181.50 


7r*^4*»3 
7^30^*81 

7S}S1^ 


115158.7* 
1 151 86.1 3 
l*f>l3.J7 


9.77fii7Sr 
9.!f79%9^3 
9^94^9 


9.8765886 
p.8768fi5 
9.8771 144 



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g: 

l 

H 

^9 
i8 

*7 
i6 
^S 
*4 

*3 
%z 

%i 

20 

19 
j8 

17 
16 

If 

14 

13 
II 

II 
10 

"i 
7 

4 

% 
I 

o 



53 Grad. 



Sinus 

80385.6^ 

80368.38 
893Î1.07 
80333-7^ 



8031 6.41 

^Z99*09 
80181 .7f 



80164.40 
80147.01 
80119.6^ 



80111.31 
8oi5>4,p4 
80177.^6 



80160.17 
80141.78 
8011^.38 



80107.97 
800^,56 
80073.14 



.8oof^7^ 
80038.17 
80010.83 



80003.38 
799^S.9J 
7996%J^7 



Tang> 

13^141.14 

135060.06 
I345>77.5>4 
i348py-85> 



13 481 3.5» 

13473 ï '5^ 
134650.11 



134568.31 
134486.58 
134404.91 



134313.31 
134141.77 
134160.19 



134078.88 
133^^7-^3 
i33^i^-M 



Secans 

168117.30 

168051.14 
167985.15 
1^7919.33 



167853.47 
167787.68 

i677»l-^ 



167656.19 
167J90.70 
167515.17 



167^9*70 

1^73^4-30 
167318.97 



I33^3f'0* 
133753 -S^ 

133671.76 



133^5»! .7^ 
133510.75 
133419.84 



133349.00 
133168.11 
133^^7.4^ 



79951.00 

79933 -f* 
79916.04 



133106.84 
133016.14 
131945.71 



79898.551 
79881 .05 j 



131865.14 
131784.83 
131704.48 



167163.70. 
167198.50 
167133-3^ 



167068^ 
167003.18 
166938.33 



166873.45 
166808.64 
166743 -^9 



166679.10 
166614.58 
166550.01 



166485.51 
166411.09 
166356.73 



166191.43 
166118.19 
I66164.OÏ 



Log.Sin. 

9.9051787 

9.9050851 
9.9049916 
9.9048980 



9.9048043 
9.9047106 
9.9046168 



9.9045*3® 
9.9044191 
9.9043351 



9.904141 1 
9.9041470 
9.9040519 



9*90i9S^7 
9.9038644 
9.9037701 



9.9036757 
9.9035813 
9.9034868 



9.90339*3 

9.9031977 
9.903 1031 



Log.Tétn. 

10.1307911 



10.1305169. 
10.1301618 j 
10.1199987 

10.1197347 
10.1194707 
10.1191067 



10.1189418 
10.1186790 
10.1184151 



10.1181514 
10.1178877 
10.1176140 

io.iif36Q4 
10.1170968 
ia.1168331 



9.9031084 
9.9030136 
9.9019188 



9.9018239 
9.9017289 
9.9016339 



9.9025389 
9.9014438 
9.9013486 



10.1165698 
10.1163063 
10.1160419 

IQ.115779^ 
ioai55J6i 
10.1151530 

IQ.1149898 
10.1147166 
10.ÎI44635 

10.1142004 

10.1139373 
10.1136743 

10.1134114 
10.1131485 
10,1118856 



dby Google 



Sinus 



60181.J0 



60104,75 

6ozi7*9f 

602 ç. 17 

60174.5^ 

60x97-^0 
603*0,80 

60344,00 
60367.1^ 
60390.38 

6043^.74 



#0483,08 
6ojrx9'40 



Tang. 



753yf'40 

7J40I-0* 
7^446.6^ 
75:491.31 



37 Grad. 

Secans 



I*î"3-Î7 



7$5Î7*99 
7SS^'(>9 
7^619.41 



7T67Î.14 
757*0.90 

75811.48 
758T8.19 
75904.13 



7S949'99 
7$99^>^7 
76041,77 



65551.55 
6057îr.7o 
605^8.84 

^o6^r.p8! 
60645 .ni 
6o668.]^3 

6a69i,3f 
^71447 
^737.58 



76087^^^ 
76133.63 

76179-$ 9 



66766.69 

60783.79 
60806.8^ 

60819.98 
60853.^6 
6p876,ii| 



76115.J7 

7Si7U7 
7éii7'S9 

76363.63 
76409.69 
76455.77 



7650.Ï.88 
76548 /X) 
76594.14' 



115141.01 
115168,50 
115196.01 



1153^3.53 
115351.08 

115378.65 

T 15406.15 
1*5433.87 

iM46i,5i 



11543^17 
115516.85 
115544.T6 



Ii557«*i9 
115600.05 
115617.81 



115655*61 
115683.45 
115711.*^ 



11573^.16 
115767.05 
1*5794.97 



115811.91 
115850.87 
115878.85 



115906,86 
115^34.8^ 
Ii596t.94 



76640.31' 
76686.49' 
7^731.70» 



115^91*01 
ii6oi^.ii 
11^6047.14 



9.7794630 



9.7796306 
9.7797981 
?.7799655 



LogSin. 



9.7801318 
5>.78o3ooo 
9.7804671 



9.7806341 
9.7808010 
9-7^09677 



9.781 1344 
9.7813010 
9.7814675 



9.78163^9 
9.78180D1 
$^.7819664 



P.78113A4 
9.7811984 
9.7814643 



9.7816301 
9.7817^58 
9.7819614 



9.783116» 
9.78319^* 
^.783457^ 



9.7836117 
9.7837878 
9.78395*8 



9.7841 177 
9^841814 
9.7844471 



9,8771144 

P.8773771 
9.8776400 
9.8779017 

9.8781654 
9.87841^1 
9.8786907 

9.8789533 

9.879*i5« 
9.B794781 

9,%797âfyf 
9.8800031 
9.8801654 

9.8^5177 
9.88O7900 
9.88to5ti 

9.8813 144 

9.88157^5 
9.88185^6 

9.8811007 
9.8813^17 
9.8816146 

9.8818866 
9.8831484 
9.8834T03 j 

9.8836711 1 

9.883953*1 
9.8841956 1 

9.8844^7*1 
9..8S47l8^ 
9.884^805? 1 



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s: 

5* 

60 
S9 

S7 

5é 
SS 
S4 

S3 

49 
48 

47 
4S 



43 
4* 

41 

40 

E 

37 
It 

34 

3* 
}o 



79793 A7 
7S77S>9i 
^97S^^9 



$z Grad. 



Sinus 

7^84^,04 
7p8x8.^i 
7p8ii.oo 



7^740.84 
7P7*3-*8 
7970$. 7^ 



Tang, 

132704^8 

I3Z6&4.10 

i3»y4}.P7 
1J1463.81 



131383.71 
1^x303.68 
13x113.70 



7^»8.iJ 
79670.S7 
796SZ.99 



7^^17.80 
7pdc«o.io 



7py8*.yp 

7916^*97 
79S47^SS 



79Si9.7^ 
7PTI1.08 
7^4^4.43 

7947^.7^ 
7^4r^.ii 
79^1.4^ 

7^413 .7P 
7^4o^.n 
75^38843 



7^370.74 
7^f3-04 
7^3f-îî 



131143,79 
13106J.P3 
131P84.14 



131P04.41 
131814.74 
Ï3174T.13 



I3ié6f.y9 
131^86.10 
1315:06.68 



131417.31 
131348.01 
131168.76 



131189.18 
131110.46 
131031.40 



i3o^5'».3i' 
130873.45 

I3075>4.f7 



130715.75 
13063^6.99 
130558.18 



13047^.^4 
130401.06 
1303^.54 



Secatis 

166164.01 

Ï66099.90 
166035.85 
lés 971. 97 



i^5^7.P5 
165844.09 
165780.30 



i657i<^.57 
165651.90 
165589.19 



1655*5.75 
165461.17 
1^53^8.85' 



165335.50 
165 171 .11 
165168.98 



165145.81 
165081.^6 
165019.^ 



164956.68 

164893 .t« 
164^0.90 



1 64768.11 

164705.3^ 
16i^4i;^é 



164580.09 

164517.54 
164455.06 



164J5^.63 
K4550.17 
1643^^7.96 



9.901348e 



9.9011534 
9.90115,81 
9.9010618 



9-9019674 
9.9018719 
9.9017764 



9.9016808 
9.9015851 
9.9014895 



9.9013938 
9.901 1980 
9.90110ÎI 



9.901 1061 
9.9010101 
'9.5Wo9r4^ 



9:9008181 
9.9007119 
9.9006157 



9^»o5i94 
9.9*»433i 
9.9003^67 



10.1118856 



10.1116118 
10.1113600 
10.1210973 



10.1118346 
10.11157J9 
10.1113095 



10.1210467 
10.1207842 
io.i2o5H'8 



10.1101593 

lo.t 1999^9 
ro.ti97J4^ 



10.11947^3 
10.1191100 
lo.i 189478 



io.ii868|4 
10.Î184115 
ib.ii8i^l«4 



,9t90oi4O3 
9^9001458 
9,9<i00472' 



9.8999506 

^.8998T3^ 
9.8997571 



9*899^604 
9.«9^63é 



10.1178993 
10.1176373 
iojfîV3754 



10.1Î71134 
iôat685ï6 
i6;Tri$5897 



Iô;ii63i79 
Ï0ïti6o6i|l 
10*1158044 



lo.i 155418 
10,11^1611 



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14 

$S 
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57 
l« 

1^ 

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44 
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47 

54 

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57 Grad 



Siims 



6P876.14 






épp68w|ï 
^«?M7 
61014^2; 



6ioj[7.f6 

61083^} 



61119M 



6117^.72- 
^11518.75 
61x11.73 



^1144-75 
61x67,7% 
612,90.71 



61^1^.69. 
611^6.66 

^^i9.6^ 



6ii^x.6o 



^HÎM7 

^^^7>%6 

61$ to.i9 
6tS4$Ai 
6iS66,iS 



Tanj. 



7^75?"7Ç 



7^778.^ 
768^r.l7 
76871^ 



7^iii7»75 
76964'04 
77010.37 

77àS6.7% 
77103 .♦^ 
77H5!48 



77^9SS9 
77»4i.55 
77^88.79 



77W^^ 
77581.7^ 
774t8.t7 



77474*81 
77I".Î7 
77S^'9S 



77^M*Tr 
776^1.17 
77^07.81 



7!77f4-48 
778M.17 

77ft»7.^ 






78034.91 
78081.75 
78itg.^^ 



Stçans 



It^47.i4 



1^607^-35? 
116103.^6 
126131.7^ 



li6iS9'»7 
i^i88.iQ 
iz6%i6.46 



116144.71 
1*6x73.06. 
1x6301^0 



1x63^9.71 
1x6358,13 
ixéf 86.13 



1x6414.961 
1x644341 
1x6471^. 



1x^100.38 
1x61x8.90 
ix6fl74l 



tx6l86.ai 
1x6614.60 
1x6643 «XX 



1x6671.86 
IX670Q.IX 
1x67x9^x1 



t%6jS7f9x 
t%6jUt.6i 
1x681 MI 



1x6844.19 
it6if7%-99 
X%^^.8x 



Lag^Sin. 



9.7844471 



^.7846117 
9.784776X 
9*7849406 



9.7811045» 
9.781:^1 
9.78î4?3i 



«•781197* 
9.78176^1 
9.7^59^49 



91.7860886 
9-786XIIX 
9.7864117 



y.786l79ï 

9.7867414 

9^7869016 



9^7870687 
9..787»3I7 
9.787394^ 



P^787tl74 
9.7877»OX 
9.7878818 



9,7880413 
9.788*077 
^7883701 



9.78813x3 

9;7886944 
9*7888161 



1^7890184 
^^891801 
^.78934^^ 



LagfTan 

9.884980; 

9,8811410 
9.8811031 
9.8817610 . 

9«886oi64. 
9.8861878 
9.8861491 

9.8868101 
9..8870718 
9.8873330^ 

9.887î'«4*: 
9.8878114 
9.8881 161 

9.8883771 
91,8886386 
^.888899^ 

9.88^1601 

9.8894^14 
9^889681$ 

^85^943»' 
9.8901040 

9.8904647 

9.85^*14 
9.8909861 
9.891 146S 

9.8911074 
9.8917^7^ 
9.89*0181 j 

9.8^îÇ^o.j 

9.89iÎ45>4 
9.89x803^^1 



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5^ Grad. 



Sinus 



7^3^35 



79^99.90 
7Pi8*.lS 



751146.71 
7ittlS.^ 



79^lU^l 
7 9:^91 AS 
79i7S'69 



791$ 7 '92' 
7^40.14 
79l^^^SS 



7PI04.56 
79oU.7^ 
79o6%.96 



790Syj.l$ 
7PoiT.^o 



7^997-67 
7897^.83 
78^1.^8 

7^944.1^ 

TlS92^6.Z7 
78^.41 



7885!0.Î4 
78872.6^ 
788^4.77 



78836.88 
78818.^8 
78801.07 



Tang. 



130322.^4 



130244,07 
13016J.67 
130087.32 



l}ooct$i.04 
12^30.81 



1^9774'S^ 
12,9696.49 
12^18.50 



I2pf40.f7 

I25>4é2.ép 

1&P3 84.88 



12^307.12 
12^229.43 
i%9iSi.79 



12^74.11 
I?t85>96.6p 
1*891^.22 



128841.82 
128764^^7 
128687.18 



128609.9^ 
128^32.77 
1284^^.66 



128378.60 
128501.60 
128224.66 



128147.76 
128070.93 
l%799^*i6 



Sçcans 



l64^67.96 



16420^.72 
164143.J4 
164081.42 



164019.56 
I6l9$7^6 

i6l%9$A% 



163833.U 
1^3771-73 
163709.97 



163648.28 
165^86.64 
^6li%S.07 



163463.^5: 
163404.10. 
1633^-70 



i63*7i'.37 
163218.09 
163156.88 



163095.71 
163P34.62 

^*^3'ÎP 



I 6291 2.61 
162851.69 
162790^3 



162730.0} 
161669.2,9 
162608.61 



162547.99 

162487^3 
x6^426.9^. 



Lûg.SifJ. 



9.^994667 



9^93697 
9.899>7»7 
9S9917S6 



9.8990784 
9.89898U 
9.8988840 



9.8987867 
9.8986893 
9.8985919 



9.8984944 
9.8983968 
9.898x99» 



9.8982015 
9.8981038 
9.8980060 



9.897^82 
9.8978103 

9.89771*3 



9.8976143 
9.897^162 
9.8974181 



9.89731PP 
9.8972216 

9.89712-33 



^,8970249 
9.8969*65 
9.89682S0 



9.8967194 
9.8966308 

9.89653*1 



io.ii5oi9jf 

10.1147580 
lo.i 144965 
iQ.ii42|5o 

10.11J9736 
10,1137124, 
10.1134508 

10.1131895; 
10.1149282 
10.112667a 

10.1124058 
10.1121446 
10.1118835 

10.1116225 
10.IJ13614 
I0.I111004 

10 j 108395 
lo.i 105786 
IO.H03I77 

lo.i 100568 
10.1097960 
10.1095353 

10.1092746 
IO.I090I59 
10.108753» 

10.1084926 
IO.I08232I 
IO.I0797I5 

10.1077 1 10 
10.1074^06 
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38 Gnd. 



Sinus 



0| 6lS6é,iS 

61SB9.07 
61611.9^ 
6i6s4,99 



I 

2 

4 

s 

6 

7 
% 
9 

10 
II 
12 

M 
rf 

ï^ 
17 
18 

ï^ 
2(y 
21 

22 

»3 
24 

2? 

2tf 

27 
li 



été^7'79 
6ié9o.69 
^1703 -J^ 



61726^8 

^174^-3^ 
^1772.24 



^17^.11 
^i8t7.^8 
61840.84 



61863.70 
6t886.ff 
^t^09«40 



61^52.24 
^^9^^.07 
61977.^ 



Tang. 

78128.J6 

7817^-4» 
78222.29 

78269.19 



78516VI1 
78363.0J 

78410.02 



784l'7.oo 
78504.00 
78551.03 



785^8.08 
7864M5 
78692.24 



7873^.31 
78786.49 
78833.64 



78880.82 
78928.02 
78975.14 



62000.73 
62023.55! 

62046.36 

6206^.17 
62091 .98 1 
6I1 14.78 

62137.57! 
62166.36 1 
62183.14! 

62205.92 
62228.69 , 
^2yi^6j 



79022.48 

79o69»7S I 
7^117.03 î 

79164.34 
792ÏI.67 
7P259/)2 



7^306^0 

793S3^79 
79401.21 

79448.65 
79496.11 

79f 43-5^9, 



Secans 




Log^in, 


126901.82 


9.7893410 


126930^7 
126959.55 
12698845 


9.789Î036 
9.7896652 
9.7898266 


127017.37 
127046.32 

127075 .»9 


9.7899880 
9.7901493 
9.7903104 


II7104.29 
127133-31 
ï27ï6fc.35 


9.7904715 
9.79063 2y 

9.7907933 


127191.41 
I27»w.5t 
127*49.63 


9.7909541 
9.7911148 
9.7911754 


127278.77 
127307.94 
I273J7J2 


9.791435^9 
9.7915963 
9.7917566 


127366.34 

«7395.57 
127414.84 


9.791916S 
9.792^7^9 
9.792*369 

9.7913968 
9.79^1^66 
9.79271^3 
9.7928760 
9.7930355 
9*79319^9 


I274T4-I1 

127483-43 
127512.76 


i2754».ii 
127571.50 

127600*91 


127630V34 
127659.80 
127689.28 


9.7933^43 
9.793513^ 

9.793^7*7 



9.7938317 
9*7939907 
9.7941496 


127718.78 

127748.3» 
127777-87 



LogJTan 

9I928Ô98 

9.8930702 
9.8933306 
9.8935909 

9.89385 II 
9.8941114 
9.8943715 

9.^46317 
9.8948iH[8 
9.8951519^ 

9.8954"^ 
9.8956719 
9^959319 

9.8961918 

9.8964517 
9.89671 16 

9.8969714 
9.8972312 
9.8974910 

9.8977507 
9.8980104 
9.8982700 

9.8985296 
9:8987892 
9.8990487 

9.8993082 
9.8995677 
9.8998271 

9.9000865 
9.9003459 
9.900^05^ 



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.60 

19 
î8 
S7 

76 
SS 

n 
fi 

So 
^9 

4» 

47 
46 

45 

44 
43 
42. 

41 

40 

11 

5» 

57 

!! 
35 
34 
33 

3* 
51 

3<^ 



5 



Grad. 



Sinus 

78801.07 



78783 .!($ 
7876^.14 
78747*3^ 

787iP.JP 
7871 I.4T 

78^P^ÎO 



78675.^5 
7^6S7.S9 



78611.61 
786OJ.67 
78^85'.6p 



78^67.70 
78^45.70 
78531-6^ 



785TJ.68 
784PT.66 
78477*64 

78419.61 

78441 .f; 

784Zj.yt 

78401.47 
78387.41 
78369^1 



78333.10 
783 If. II 



782P7.01 
78178.p1 
78160.81 



Tang> 

ii7P^4.i6 



I17PI7-4Î 
I17840.7P 
117764.1^ 



117687.64 
117611.16 
1*7534.73 



1174^8.36 
117381.04 
1*7305.78 



11721^.^7 

117153.41 
117077.33 



117001.30 
Il6pl^3^ 
11684^.39 



1*^773.53 
1166P7.71 

Il66ii.p6 



116^46.16 
116470.61 
1163PJ.03 



11631^.^0 
116144.01 
ii6l68.6o 



1160P3.13 
116017.^1 
11^^41.67 



11^867.47 
iM7Pi.3* 
11^717.13 



Sccans 

161416.p1 



161366.48 
161306.09 
16114^.76 



i6ii8y.49 
161115^8 
16106^.13 



i6ioof.04 
i6iP4fxo 
i6i88r/M 



161815.10 
161765.14 
161705.44 



161645.69 
161586.00 
16151^.37 



161466.80 
161467.18 
161347.83 



161*88.43 
16111^.08 
16116P.80 



161 110.57 
161 05 1.40 
160^^1.18 



160^33.13 
160874.13 
160815.1S 



160756.40 

160697^7 
160638.79 



Log.Sin. 

p.8^53*i 



9.Î96j^S^ 
9.%9éllé{6 
P.85>6i358 



9.8961369 
9.8960379 
9.89593 8p 



9.89583^8 
9.8957406 
9.89564x4 



9.8P55411 
9.8p544*9 
9.^9n^S 



9.8P51440 
9.8951445 
'9.89504ÎO 



9.8949453 
9.8948457 
9^^9^^S9 



9.^46461 
p.8945463 
^.8^44463 



P.8P43464 
^.^41463 
9.8941461 



9.8940461 
9.8939458 
9.8938456 



p.8p3745» 
9.8936448 

9.^9$S^m 



I0.I07IP01 ; 



io,io6pip8 
10.1066694 
10.10640^1 



•t 



10.1061489 
10.105 8S8< 
10.1056185 



jo.10536^ 
10.X051081 
10.1048481 



10.1045881 
10.1043181 
10.1040681 



10.1038081 
io.i©f54^ 
ioa03i8&| 



10.1030186 
ro.1017688 
ro.ioi5P9o 



10,10114^3 
io.ioi^8p6 
10.1017300 



10.10147041 

ro.ioTiioS 

10.100^13 



10.1006918 
10.1Q04313 
10.1001719 



10/5999135 
10.0996541 
10.099394^ 



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i 

11 
JI 
3* 
II 

54 
1^ 
3f 

3^ 

11 
40 
41 
4* 

43 
44 
4T 

4^ 

47 
48 

4P 

TO 

fi 
^3 

r4 

ÎT 
r6 

T7 


38 GraA 


' 


Sinus 


Tang. 


Sccans 




Lcg.Sw. 


Log.Tan 




6iiSî.4^'79S43'^9 


117777.87 


9.794Ï496 


9.9006011 




6i»74'îi 7PT9I.IO 
6ii96.9S\7963Z.6i 
61119.73 796%6.\7 


117807.4^ 
117837.01 
117866.67 


9.7943083 
9.7944^70 
9.794^*56 


9.9008641 
9.901 113 7 
9.9013830 




61341.48 
6i3eT.11 
61387.P6 

6i4ro.6^ 

61433.4» 
6i4ir6.i4 


79733-74 
79781.34 
798i8.5>î 

79976.$9 
79914-iS 
79971.93 


117896.31 
117916.00 
ii79fl.7o 


9.7947841 
9.7949415 
9.79IÏ008 


9.9016411 
9.9019013 
9-9011604 

9^9014195 
9.9026786 
9.9019376 




117981.43 
118011.18 
118044-91 


9.79T1190 
9.7914Ï7I 
9.7911711 




61478.85' 
6if 01.^6 
61T14.16 


80019.63 

80067.3^ 
8oiif.ii 


118074.71 
118104.17 
118134.4» 


^.795:7330 
9.7918909 
9.7960486 


9.9031966 
9^345^fT 
9.9037144 




6if 46.^6 
61^69.66 
^iS9i.}S 


80161.88 
80110.67 
801^8.48 


118164.30 
118(94.20 
118114.11 


9.7961061 
9.79^3'^38 
9.7961111 


9.9039733 

9.90423*1 
9,9044910 




6i6ts.Q3 
61637.71 
61660.38 


80306.31 
80314.18 
80401.06 


118114.07 
1181^9.04 
U8J14.04 


9.7966786 
9.796^S9 
9*7969930 


9.9047^ 
9*9010081 
9.9011672 




61683.01 
6170^.71 
617*8.37 


80449.97 
80497.^ 

8oHT.8f 


118344.06 
It8374-ii 
118404.18 


9.7971I01 
9.7973071 
9.7974^40 


9.9011'219 
9.901784^ 
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6i7fr.oi 
6177J.66 
61796.30 


8oi5>3.8i 
80641.81 
80689.83 

80737.87 
80781.93 
80834.01 


118434.18 
118464.40 
118494.TI 


9.797610% 
9.7972^71 
9.7^41 


9.9063017 
9.906I603 
9<9o68i88 




6181 8.P4 
61841.5:7 
61864.20 


118114.71 
118114.92 
118181.Ï4 


9.7980906 
9.7981470 
9.7984Ô34 


9.9070773 
9-90733^7 
9.9071941 




î8; 
60 


61886.81 
61^9.43 
615^31.04 


80881.11 
80930.11 
80978.40 


118611.39 
118641.66 
U867I.96 


9.798119^19.9078111 
9.7987118 9.9081109 
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21 

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6 

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51 Grad. 


Sinus 


Tang. 


Sccans 


LcgSm. 


Log.Tan. 


78^^.82 


125717.23 


160638.79 


9.8931444 


10.0993948 


78242.71 
78224.5^ 
78206,46 


I2f642.i5> 

I2ff67.2l 

UU9i^9 


160180.08 
160121.41 
160462.81 


9.8934439 

5^-8933433 
9*^931416 


10.0991311 
io/}988763 
10.0986170 


78188.33 
78170.1^ 
78rf».oj 


12Î4174» 
12^342,60 
121267*84 


160404.2^ 
160341.77 
160287.34 


9.893 141 9 
9.8930412 
9.8929404 


10.0983 17$ 
10.0980987 
10.0978396 


78133.^ 
7811^.74 
780^.^7 


121193.13 
121 II 8,48 

1*1043.88 


160228.96 
160170.64 
160112.37 


9.8928391 
9.8927381 
9.8926371 


10.0971801 
10.0973214 
10.0970624 


78075^.46 
78061.22 
78043.04 


124969.33 
I248P4.84 

124820^0 


160014.16 
IS999^M 
119937-90 


9.8921361 
9.8924314 
9.8923342 


10.0968034 
10.0961441 
10.0962816 


78024.81 
78oo6.6r 
77^88.4r 


124746.02 
124671.69 
124197.42 


119879.86 
119821.87 
119763.94 


9.8921319 
9.89213 16 
9.8920303 

9.8919289 
9.8918274 
9.8917*18 


10.0960267 
10.0917679 
10.0911090 


77^0.24 

77^2.02 

77^33-^ 


124113.10 
124449.03 
1*4374.92 


119706.06 
119648.24 
119190-47 


10.091 V03 
10.0949911 
10.09473*8 


77ns 'S7 
77^97^$ 
77879.08 


124300.86 
114226.81 
124112.90 


119133^-76 
119471 .11 
Il9417.ll 


9.891624;^ 
9.8911226 
9.8914*08 


10.0944741 
I0.0942I15Î, 

10.0939169 


77860.83 

77842.^7 
77824.31 


124079.00 

124001 ,11 

i«^i.3<5 


119319.^ 
ÏI9302.47 
119241.04 


9.8913 191 
9.8912172 

55.8911113 


10.0936983 
10.0934397 
10.0931812 


77806.04 
77787.77 
777^.4P 


JÏ3817.62 
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123710.30 

123636.72 
123163.19 
123489.71 


119187^ 

l^9I3M3 
119073.06 


9.8910133 

9.89091 13 
9.8908092 


10.0929227 
10.0926643 
10.0924019 


777fl.io 

7773»-^ 
777M-/0 


119011^ 
118918^ 
118901.17 


9.8907071 
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16 

17 
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21 

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39 Grad. 



Sinus 

éx9ji.04 

éi9f4.64 
61^7.14 



6j02Z«4ft 

6304^.00 
63067.^8 



630^0.1 1 
63II1.7X 
63i3f.a 



63if7-S4 
63180.39 
61ZOZ.91 



6311^.47 
63148.00 



^3»^S'or 

^33iy-f7 

63338.08 



^33^-f^ 
63383.09 
^34of.f^ 



634x8.08 
634fo.fr 
^347î-or 



^345»f-f3 
63^18.00 
63f40.46 



63^61.91 
63f8f.37 
636o7«8i 



Tang> 

8o978wfO 

8ioi6,f8 
81074.78 
811&3.00 



8117104 

SixiMi 
81x67.80 



81316.11 
81364.44 
81411.80 



81461.18 
8ifo9^f8 
8iîf8.oi 



81606.46 

81^4^3 
81703.43 



8i7fi-9f 
8i8oowf9 
8i849.of 



81897.64 
8i946.if 
8i994«88 



8i043.f4 
81^91.11 
81140.93 



8ii89-^f 
81138.40 
81187.18 



8135^.97 
81384.79 
81433.64 



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Ii867f.9^ 

11^70648 
118736.63 
118767.00 



118797^ 
118817.81 
ii88fS.i7 



ii8888.7f 
ii89X9«if 
11894^-77 



118980.31 
119010.90 
119041.^0 



ia^907*-l3 
I19I01.78 
119133.46 



119164.16 
119194^9 
I.i9iif.64 



Ii9i^6,4i 
119187.13 
1.193 18.06 



12^379.80 
119410.71 



119441*^4 
i>947*«^ 

I3k^O}.f9 



ii9f34.6o 
Ii9f6f.64 
ii9S96.70 



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9.7988718 



9.9083693^ 



9.7990178 1 9.9086175 
9.799x836; 9.9088858 
9*799^39^,9.9091^^ 



9.79949fi 
9.7996f07 
9.7998061 



9.7999^16 
9.8001169 
9.8001711 



9.8004171 
9.8005813 
9.8007371 



9^6008911 
9.8010468 
9.8oiioif, 



9.8oi3f6i 
9^ifio6 
9.8016649 



9.80x619^ 
9A^9735 
9.8911176 



9.8ou8i|6 

9A>i4îft 
9*8o*f894 



928017431 
9.801896a 
9^)30504 



9.8051038 
9.8o33f7* 
9.8035105, 



9.90940*» 
$•909660^ 
9-90^185 



9*9101766 
9.9104347 
9.9106917 



9.9l09f07 
9.9111087 
9.9114^6^ 



9.9ii7M^ 
9-9119814 
9.9111405 



9.9114^81 
9.9n7ff9^ 
9.91^0117 



9.^317x4 
9.9i5fi^t 
9^378^ 



9.9140444 
9.9143010 

9*9i4ff^ 



9.9148171 
9.9150747 
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Log.Sin. 


Là^.Tan. 


77714.60 

77696.19 
77677*97 

776S9'6f 


11348^.71 


158901.57 


9.8905016 


10.0916308 


113416.19 
113341.91 
113169.61 


158844.51 
158787.51 
158730,58 


9.8904003 
9.8901979 
9.8901954 


10.0913715 
10.091 114X 
10.0908560 


77^41^1 
77611^^ 
77604^4 


ii3iP^.34 
113113.13 

1^049.97 


158673.69 
158616.85 
158560.07 


9.8900919 
9.8899903 
9.8898877 


10.0905978 
10.0903397 

10-0900815 




771^A9 
77167.94 
77f4^.T« 


111976.97 
111903.81 
111830.81 


158503.34 
158446.67 
ilt^9o.of 


9.8897850 
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9.8895794 


10.0898134 

10.0895653 
10.0893073 


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77^3 1-*! 
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7745»4-45 


m757.86 
111684.96 
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158333.48 
158*7^.97 
158110.51 


9.88947<^5 
9.8893736 
9.8891706 


10.0890493 
10.0887913 

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77476.06 
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i>»53i^-3* 
11^^466.58 
111393.89 


i58r64.11 
158107.76 
158051.46 


^9.8891675 
9..8890644 
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10.0881751 
io.o88oi7ir 
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774*0.$^ 
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iii3ir.if 
IÎI148.66 
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iliî<^.64 
11Î031.11 
111958.83 


I575'P5." 
157939.01 
157881.89 


9.8888580 
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9.8886513 


10.0875015^ 
10.0871441 
10.0869865 


773^5 .55> 
775474^ 
773*8.7» 


157816.80 
157770.77 
157714.79 


9^8885479 

9.88«4444 
9.8883408 


10.0867186 
10.0864709 
10.0861131 


77310.^7 
77t9i.Zl 
77173.3^ 


111886.50 
111814.11 
iiI74ï.?9 


157^58.87 
157^03^00 
157547.18 


9^^8881371 
9.8881335 
9.8880198 


io.o«5955^ 
10.0856980 

10.0854404 


77*54.»? 
77*3^-4* 
771I7.5>4 


111^6^9.81 
111597.^9 
111515.^1 

111453.5:9 
111381.61 

1*1309.70 


157491-41 
157435.70 
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10.085181^ 
ro.0849151 
10.084667* 


77^99.4^ 
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77161.46 


1573*4.43 
1571^8.87 

157^3 -J^ 


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61607.%% 



^3 630.16 
636îi,70 
6^675 •iS 



6s697'S6 
63 71^,98 
6374i«40 

63764.8X 
63787.11 
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63831.01 
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63^76.78 



638^9.16 

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6$9^é.l6 
63988.61 
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64167.17 
641 89.5:8 
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64134.18 
641^6.47 
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Tang - 

81433.64 



81481.^1 
81^31.40 
815:80.31 

81619*15 
81678.11 
817*7.19 



81776.10 
8181^13 

8i874.*9 



81913.37 
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83011.60 

83070*75: 
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83711.88 
837^1.3^ 



83810.87 
83860.40 
83909.96 



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119^96.70 



119617.79 
119658.90 
119690.04 

1 19711 >>i 

11975140 
119783.61 



119814.87 
119846.14 
11987744 



119908.76 
119940.1s 
11997148 



130001.88 
130034.31 
130061.76 



130097.14 
130118.7^ 
13016^0.18 



130x91.84 
130113.43 
130x51.04 



1301^6^8 
130318.34 
130310.03 



130381.75 
130413.49 
130445^6 



130477.06 
130108.88 
130540.73 



LogSin. 



9.8031101 



9.8036637 
9.8038168 

9-%o^9699 



9.8041118 
9*8041717 
9.8044184 



9.8041811 
9*8047336 
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9.8ofoj8l 
p.8011908 
p*8oi343o 



9*8014911 
9*8of647i 
9.8017991 



9*8oi9liO 
9.8061017 
9.8061144 



9.8o6i^o6o 
9.806II7I 
9.8«67o89 



9«8o686oi 
9.8070114 
9.8071616 



9.8073136 
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p.8076114 



9.8077661 
^9.807^1 69 
9<^o8&6ri 



LtgiTétH 

9.9161041 

9.91636Î8 
9.916^91 
9*9168761 

9.9x71338 

9'9i739ii 
9^9176^^1 

9*9i790Si 
P*9i8i6i7 
9.^r84i98i 

9^186765» 
9.918934^* 
9.^191911 

9W448Î 
9.91970I1 
9*9199611 

9»9*o%i9i 
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9^07319 

9.9109898 
9^9^11^66 
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9.911760» 
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77143*^ 

77i»f-44 
77106.^1 



77088.3^ 
770^^.86 



770331*78 
77014^ 
7éfPf.67 



76977M 
7é9S9'S$ 
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7^^*1.37 
7^^01.78 
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768&8.3f 



7680^.73 
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7^73S'i7 
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766P7.8J 
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76641-83 
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l*i30i>.7ô 

iii»37.83 
121166.01 
1110^4.14 



liioix.fai 
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110807^67 
120736411 
110664^8 



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i&04iA.i8 



11037^.31 
1x0308.10 
120136.^ 



110X61 .$1 
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110013.73 



119^11.76 
119881^84 
11^810.117 



11^40.11 
11^69.38 
11PI98.66 



1I^17.«9 
"P4J7.3^ 
1193^6.79 



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117117^1 
1i7101.11 
117647.1^ 



116^^1. S8 
116936.64 
11688x41 



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1I677X.13 
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if<^4P^.f8 
116441.81 
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if^J3*-4i 

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1I6168.70 
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9.887496X 

9.88750x9 
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9.8869890 
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9*8861168 
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9*8866470 
9.88l94»o 
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9.8816167 
9*88111X1 



9.8814161 
9.8813109 
9.8811011 



9.884994J 
9.884SI89 



9.8847831 
9*8846771 
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64*78.76 


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130540.73 


9.8080675 


9.9*38135 


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9.8086690 

9.808819* 
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9.9*483^^ 
9.9*î096o 

9.9*535*^ 


64434.61 
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84*57.Tf 
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1^0796^9 
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9.8091191 
9.809*691 
9.8094189 


9.9* jT 6088 
9.9*5865* 
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130860.70 
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9.8o956te 
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9.9*63773 
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9.9*94516 
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PRIVILEGE DIT ROT. 

|Ouis par la grâce de Dieu Roy de 
J France & de Navarre 5 à nos Amcz 
: & féaux Confeillers Ie$ gens tenans 
^nds Cours de Parlement, Maîtres des 
Requêtes ordinaires de nôtre Hôtel y Baillifs > 
Scnechaus , Prévôts ou leur Licutenans, & à tous 
autres lufticîers qu'il appartiendra y Salut s Nô- 
tre bien aime lerome Proft , Marchand Libraire 
de nôtre bonne Ville de Lion y nous a remon- 
tré qu'il à recouvré un Livre intitulé , Tailes 
de Sinuéy Tangentes^ Sécantes y & de Logarithmes des 
SinusyTangentesy&des nombres depuis l'unité jupjues 
n dix friillei &c. pétr j4. Vlaccf : &c ayant eu avis 
qu'audit Livre il y manquoit po^r fon parfait 
ufagc , ks Logarithmes des Sinus & Tangentes 
convenans aux décades des Secondes pour les 
trois premiers degrez du quadrant & de leur 
complément , il les y a fait ajouter dans cette 
édition. Mais craignant que quelque envieus de 
fon travail ne vouluflc le faire imprimer ou re- 
imprimer fiir les précédantes impreffions , ou fuf- 
citer quelque étranger à ce faire , il a eu recours 
à nous y 6c nous a fupplié trés-humblcment luy 
accorder fijr ce nos lettres» de Privilège & pcr- 
miflîons à ce necciFaires , portant defcnfcsà ton- 
ècpcrfbîine de quelque qualités condition qu'el- 
le foitd'im]^rimer, faire ittiprimcr, contrefefrc, 

ex traire > 



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extraire > changer j altérer, vcndte> débiter/ ni 
tncmç tenir chezfoy d'autres exemplaires dudit 
Livre > que de ceux dudit Suppliant > ou de ceux 
qui auront droit dt lui i kqu^r|-ivr< il dcfiçe fai- 
te imprimer en Latin & en François , conjointe* 
menti ou feparcoieat l'un de l'autre. A C e« 
CAUSES voulant £ivorablement tcaiter ledit 
ExpQranjt , nous lui avons permis Se permettons 
par ces pre(antes , d'imf rin[icr ou faire imprimerj 
vendre te débiter en tous les l^cus Se terres de 
nôtre obeiflànce le fufdxt Livçe avec (pti addi- 
tion, en Latin Se en François , conjoin^ment ou 
fcparcment 1 ut^ de l'autre, & çc durant le tems 
de fept années, à commancer du jour qi^'il fera 
achevé d'imprimer > en tels volumes^ 9i^es ou 
caractères qull avisera bon erre. Faifons defen- 
fes pendant ledit tems à tous Marchés Librai* 
res , Imprimeurs Sç autres peripnncs dp quelque 
qualité le condition qu'il foient,d Imprimer, vei\* 
dre , débiter , contrcjfeire , extraire , clkangcr , 
altérer , ni même tenir cbez eu« 4'^^>^^^ cxem- 
pleùrel dudit Livre, que de ceux ^^ddt Sqppliant^ 
du de xtm qui auront droit de lui , en quelque 
£ûrtc {< maniore que cç ibit, iùr peine de con- 
fifcation des Exemplaires contrefaits, ^de mille 
livres d'amande, applicable un tiers 4 nous, un 
tiers à THôpit^l gênerai ,& l'autre tiers audit 
Ëxpç^aitf , 8c de tops dépens domages Se inte- 
X£ts âxufierts & à fpufirir ^ à la change par ice- 
ha îdc mettre deux Exemplaires en nôtre Biblio^ 
thequfi publique , un en celle fizc au Chaceaii 
du Louvre j Se un autre en celle de nôtre très* 

cher 



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1 



I cher féal Chevalier > Chancelier 

[' Sieur Seguier , avant que de Texp 

à peine de nullité des prefantes di 

^uel vous mandons faire jouir & 

pofant > & ceux qui auront droit 

nement ic paiâblement pendant le 

lant qu M mettant au commancei 

dudit Livre un Extrait d'icelles » 

nues pQurduëmçnt (ignifiée$>comii 

micr notirc Huiflîer o^ Sergent fiw 

pour lexecution des orelàntes to 

aâes neceflraiics>ransrdenaander av 

car tel eft nôtre plaifir > npnobft« 

Haro , Chactre Normande > fc h 

traires. Donné à Paris le cinquiém 

l'an de grâce i66£. Se de notre 

troiiîéme : par le Roy en (on Con 

Patu> ic fcellé du grand icel ( 

eue pendante > & du coté de la m^ 

ces mots : Regiftré fur le Livre < 

nauté des Marchans Libraires de 

l'Arrêt du Parle mant en datte du 

Fait à Paris le i4.AYril i^6é.auŒ 

Syndic 

LeJif 1er orne Proft 4 cédé fin ff 
Privilège k lerni Thioly > peur enj 
C^ pUce Jiiivant l'acfiordfait entrer 

Achevé d'imprimé pour la pren 
luillet 1670. 



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Ç EX TYPOGRAPHIA ; ^ 

^ t CAR TER ON, ^ 

1^ 'eaC DC.LXX* Ât. 

'^. -.. ■ ■:- «li^ 

-k : i , ' ^ 



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